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nexusstc/Notices of the American Mathematical Society/847b8a449402b8a36571f6086d17620d.pdf

Notices of the American Mathematical Society Richard Evan Schwartz Mathematical Association of America; [Providence R.I.]: The Society, 1995-; American Mathematical Society (AMS); American Mathematical Society (ISSN 0002-9920), Volume 63, Number 5, May 2016, 2016

May 2016 Front Cover Frank and Brennie Morgan Prize-Call for Nominations Search for Director of Washington Office AMS Book Donation Program Mah 2016 Table of Contents Front Matter Interview with Abel Laureate John F. Nash Jr., by Martin Raussen and Christian Skau John Forbes Nash Jr. (1928-2015) AMS Centennial Fellowship Fund The Quantum Computer Puzzle, by Gil Kalai MathSciNet Communicating Mathematics to Children, by Rich Schwartz Math in Moscow Scholarship Program Melanie Wood Interview What Is...Nash Equilibrium? by Rajiv Sethi and Jorgen Weibull Graduate Student Blog Bocher Memorial Prize, Frank Nelson Cole Prize, and Levi L. Conant Prize Call for Nomiations American Mathematical Scoiety Contributors Mathematical Imagery 2016 AMS Award for Impact on the Teaching and Learning of Mathematics AMS Exemplary Program Award-Call for Nomiations 2016 Award for an Exemplary Program or Achievement in a Mathematics Department PUMPed about Math: CSU Northridge Wins Exemplary Program Award, by Allyn Jackson AMS Award for Mathematics Programs that Make a Difference-Call for Nomiations 2016 Mathematics Programs That Make a Difference Become an AMS Author 2016 Joint Policy Board of Mathematics Communications Awards 2016 Breakthrough Prize and New Horizons in Mathematics Prizes Awarded Eliashberg Awarded 2016 Crafoord Prize in Mathematics Negotiating for Release Time and Leave Liberal Arts Colleges: An Overlooked Opportunity?, by David Damiano, Stephan Ramon Garcia, and Michele Intermont Infinitesimal: How a Dangerous Mathematical Theory Shaped the Modern World, Reviewed by Slava Gerovitch Bookshelf Inside the AMS Mathematics People Mathematics Opportunities New Publications Offered by the AMS Mathematics Calendar Meetings & Converences of the AMS, May Table of Contents Meetings & Conferences of the AMS The Back Page Award for Impact on the Teaching and Learning of Mathematics-Call for Nomiations Natural Math

English [en] · PDF · 77.7MB · 2016 · 📘 Book (non-fiction) · 🚀/lgli/lgrs/nexusstc/zlib · Save

base score: 11065.0, final score: 167498.81

nexusstc/Notices of the American Mathematical Society/e46a909d268de6746d5d718c16dad004.pdf

Notices of the American Mathematical Society Richard Evan Schwartz Mathematical Association of America; [Providence R.I.]: The Society, 1995-; American Mathematical Society (AMS); American Mathematical Society (ISSN 0002-9920), Volume 63, Number 8, September 2016, 2016

September 2016 Front Cover Institute for Pure and Applied Mathematics Conference September 2016 Table of Contents MSC2020 AMS Fall Eastern Sectional Sampler Szemeredi's Theorem: Combinatorics, Ergodic Theory, and Algebra by Tim Austin Counting in Groups: Fine Asymptotic Geometry by Moon Duchin Electrical Resistor Networks by Thomas Lam AMS for Students From Mathematical Physics to Analysis: A Walk in Barry Simon's Mathematical Garden, II by Fritz Gestesy My Search for Ramanujan, A Review by Mei Kobayashi Dis-playing the Game of Thrones 2018 Mathematics Research Communities Report of the Executive Directory: State of the AMS, 2015 Support AMS Graduate Student Chapters Catherine Roberts New AMS Executive Directory by Allyn Jackson Graduate School Programs Po-Shen Loh Interview AMS Grad Student Travel Grants What Is...a Leavitt Path Algebra by Gene Abrams Graduate Student Blog Wiley/London Mathematical Society New for 2017 Snapshots of Modern Mathematics from Oberwolfach: Writing about mathematics for a Wide Audience by Carla Cederbaum and Andrew Cooper Snapshots of Modern Mathematics from Oberwolfach: Special Values of Zeta Functions and Areas of Triangles by Jurg Kramer and Anna-Maria von Pippich Notes Contaction Information Interview with David Goldberg by Harriet Pollatsek About the September Cover Beyond the Black Box by Jeroen Demeyer, William Stein, and Ursula Whitcher Wiley/LMS Journal of Topology Stanley Osher Receives the William Benter Prize Flashbacks of a Mathematical Life by Alexandra Bellow WILEY/LMS Journal of Topology A Recent History of the Production fo Doctorates in Mathematics Education by Barbara Reys and Robert Reys Hitchin Awarded Shaw Price by Elaine Kehoe Mathematics People Mathematics Opportunities Inside the AMS 2016 AMS Elections Biographies of Candidates 2016 Call for Suggestions 2017 AMS Election Bookshelf New Publications Offered by the AMS Mathematics Calendar Become and AMS Author Classified Advertisements Coming Soon from MAA Press Meetings & Conferences September Table of Contents Meetings & Conferences of the AMS The Back Page MCA 2021 New Textbooks from the AMS

English [en] · PDF · 113.4MB · 2016 · 📘 Book (non-fiction) · 🚀/lgli/lgrs/nexusstc/zlib · Save

base score: 11065.0, final score: 167498.81

nexusstc/Notices of the American Mathematical Society/10126b2ac0f3d78dabd90712c2c7bedb.pdf

Notices of the American Mathematical Society Richard Evan Schwartz Mathematical Association of America; [Providence R.I.]: The Society, 1995-; American Mathematical Society (AMS); American Mathematical Society (ISSN 0002-9920), Volume 63, Number 6, June/July 2016, 2016

June/July 2016 Cover MathSciNet for Developing Countries June/July Table of Contents Front Matter Tensors and Their Eigenvectors, Bernd Sturmfels Start an AMS Graduate Student Chapter Sir Andrew J. Wiles Awarded Abel Prize, Elaine Kehoe with the Norwegian Academy of Science and Letters Official Press Release MathSciNet About the Cover AMS President Robert Bryant: His Early Life and His Views on Mathematics, Allyn Jackson Math in the Media AMS Governance Letters to the Editor The Story of Ideals, Varieties and Algorithms, David A. Cox, John B. Little, and Donal O'Shea Support the Trjitzinsky Memorial Awards A Common Vision for Undergraduate Mathematics, Tara Holm and Karen Saxe In Pursuit of the Traveling Salesman: Mathematics at the Limits of Computation, a Review by Jan Karel Lenstra and David Shmoys Become an AMS Life Member Uno Spirito Puro, A Review by Enrico Bombieri The Blog on Math Blogs, Anna Haensch Jordan Ellenberg Interview What is? Aperiodic order?, Michael Baake, David Damanik and Uwe Grimm AMS Grad Student Travel Grants Remembering Mark Mahowald 1931-2013, Douglas C. Ravenel Sandy Green As I Knew Him, Ahmed A. Kahmmash Mathsfest Australia 2016 Recent Trends in Bachelors Degree Recipients in Mathematics at US Institutions, Thomas H. Barr, James W. Maxwell, and William Yslas Velez Artin and Levin Awarded National Medal of Science, Elaine Kehoe Diffie and Hellman Receive 2015 Turing Award Bookshelf Mathematics People Mathematics Opportunities Inside the AMS Classified Advertisements New Publications Offered by the AMS Mathematics Calendar Graduate Studies in Mathematics Meetings & Conference of the AMS Table of Contents New Releases Email Meetings & Conferences of the AMS MathJobs.Org The Back Page Mathematical Imagery A Comprehensive Course in Analysis

English [en] · PDF · 111.6MB · 2016 · 📘 Book (non-fiction) · 🚀/lgli/lgrs/nexusstc/zlib · Save

base score: 11065.0, final score: 167497.95

nexusstc/Computational Aspects of Discrete Subgroups of Lie Groups (Contemporary Mathematics, 783)/a94c0acc9590ae720284f85b3dfd9a97.pdf

Computational Aspects of Discrete Subgroups of Lie Groups (Contemporary Mathematics, 783) Alla Detinko (editor), Michael Kapovich (editor), Alex Kontorovich (editor), Peter Sarnak (editor), Richard Schwartz (editor) American Mathematical Society, Contemporary mathematics (American Mathematical Society), Providence, Rhode Island, 2023

English [en] · PDF · 7.5MB · 2023 · 📘 Book (non-fiction) · 🚀/lgli/lgrs/nexusstc · Save

base score: 11062.0, final score: 167497.9

Computational aspects of discrete subgroups of lie groups : Virtual Conference on Computational Aspects of Discrete Subgroups of Lie Groups, June 14-18, 2021, Institute for Computational and Experimental Research in Mathematics (ICERM), Providence, Rhode Island Alla Detinko; Michael Kapovich; Alex V Kontorovich; Peter Sarnak; Richard Evan Schwartz American Mathematical Society, Contemporary mathematics (American Mathematical Society), v. 783, 783, 2023

This volume contains the proceedings of the virtual workshop on Computational Aspects of Discrete Subgroups of Lie Groups, held from June 14 to June 18, 2021, and hosted by the Institute for Computational and Experimental Research in Mathematics (ICERM), Providence, Rhode Island. The major theme deals with a novel domain of computational algebra: the design, implementation, and application of algorithms based on matrix representation of groups and their geometric properties. It is centered on computing with discrete subgroups of Lie groups, which impacts many different areas of mathematics such as algebra, geometry, topology, and number theory. The workshop aimed to synergize independent strands in the area of computing with discrete subgroups of Lie groups, to facilitate solution of theoretical problems by means of recent advances in computational algebra.

English [en] · PDF · 7.4MB · 2023 · 📘 Book (non-fiction) · 🚀/zlib · Save

base score: 11065.0, final score: 167496.6

ia/reallybignumbers0000schw.pdf

Really Big Numbers Richard Evan Schwartz Providence, Rhode Island: AMS, American Mathematical Society, American Mathematical Society, Providence, Rhode Island, 2014

A superb, beautifully illustrated book for kids — and those of us still children at heart — that takes you up (and up, and up, and up, and up, and...) through the counting numbers, illustrating the power of the different notations mathematicians have invented to talk about VERY BIG NUMBERS. Many of us use words to try to describe the beauty and the power of mathematics. Schwartz does it with captivating, full-color drawings. —Keith Devlin, NPR Math Guy and author of The Math Instinct and The Math Gene This book talks about really big numbers in terms of everyday things, such as the number of basketballs needed to cover New York City. Read this book and satisfy your thirst for truly huge numbers. Travel part of the way to infinity!

English [en] · PDF · 28.0MB · 2014 · 📗 Book (unknown) · 🚀/ia · Save

base score: 11068.0, final score: 167494.88

nexusstc/Really Big Numbers/4a5bf065095583b5dca38092f55a1bfc.pdf

Really Big Numbers Richard Evan Schwartz Ams, American Mathematical Society,, American Mathematical Society, Providence, Rhode Island, 2014

Winner of the 2015 MSRI Mathical Books for Kids from Tots to Teens Award! In the American Mathematical Society's first-ever book for kids (and kids at heart), mathematician and author Richard Evan Schwartz leads math lovers of all ages on an innovative and strikingly illustrated journey through the infinite number system. By means of engaging, imaginative visuals and endearing narration, Schwartz manages the monumental task of presenting the complex concept of Big Numbers in fresh and relatable ways. The book begins with small, easily observable numbers before building up to truly gigantic ones, like a nonillion, a tredecillion, a googol, and even ones too huge for names! Any person, regardless of age, can benefit from reading this book. Readers will find themselves returning to its pages for a very long time, perpetually learning from and growing with the narrative as their knowledge deepens. Really Big Numbers is a wonderful enrichment for any math education program and is enthusiastically recommended to every teacher, parent and grandparent, student, child, or other individual interested in exploring the vast universe of numbers.

English [en] · PDF · 2.7MB · 2014 · 📘 Book (non-fiction) · 🚀/lgli/lgrs/nexusstc/zlib · Save

base score: 11065.0, final score: 167488.11

lgli/P_Physics/PD_Dynamical systems/Schwartz L.E. Outer billiards on kites (Ann.Math.Stud.171, PUP, 2009)(ISBN 0691142491)(O)(321s)_PD_.pdf

Outer Billiards on Kites (AM-171) (Annals of Mathematics Studies, 171) Richard Evan Schwartz Princeton University Press, Annals of mathematics studies -- 171, Princeton, N.J, New Jersey, 2009

Outer billiards is a basic dynamical system defined relative to a convex shape in the plane. B. H. Neumann introduced this system in the 1950s, and J. Moser popularized it as a toy model for celestial mechanics. All along, the so-called Moser-Neumann question has been one of the central problems in the field. This question asks whether or not one can have an outer billiards system with an unbounded orbit. The Moser-Neumann question is an idealized version of the question of whether, because of small disturbances in its orbit, the Earth can break out of its orbit and fly away from the Sun. In Outer Billiards on Kites , Richard Schwartz presents his affirmative solution to the Moser-Neumann problem. He shows that an outer billiards system can have an unbounded orbit when defined relative to any irrational kite. A kite is a quadrilateral having a diagonal that is a line of bilateral symmetry. The kite is irrational if the other diagonal divides the quadrilateral into two triangles whose areas are not rationally related. In addition to solving the basic problem, Schwartz relates outer billiards on kites to such topics as Diophantine approximation, the modular group, self-similar sets, polytope exchange maps, profinite completions of the integers, and solenoids--connections that together allow for a fairly complete analysis of the dynamical system.

English [en] · PDF · 2.2MB · 2009 · 📘 Book (non-fiction) · 🚀/lgli/lgrs/nexusstc/zlib · Save

base score: 11065.0, final score: 167488.05

ia/youcancountonmon0000schw.pdf

You can count on monsters : the first 100 numbers and their characters Richard Alan Schwartz, Richard Evan Schwartz A K Peters/CRC Press, Natick, Mass, Massachusetts, 2010

Using a unique teaching tool designed to motivate kids to learn, this volume visually explores the concepts of factoring and the role of prime and composite numbers. The playful and colorful monsters are designed to give children (and even older audiences) an intuitive understanding of the building blocks of numbers and the basics of multiplication. The introduction and appendices can also help adult readers answer questions about factoring from their young audience. The artwork is crisp and creative and the colors are bright and engaging, making this volume a welcome deviation from standard math texts. CRC Press Author and NPR's Math Guy Keith Devlin spoke with Scott Simon about how the book makes finding prime numbers fun. "This is one of the most amazing math books for kids I have ever seen," Devlin says. "Great colors, it's wonderful, and yet because [Schwartz] knows the mathematics, he very skillfully and subtly embeds mathematical ideas into the drawings."

English [en] · PDF · 8.3MB · 2010 · 📗 Book (unknown) · 🚀/ia · Save

base score: 11068.0, final score: 167487.89

lgli/D:/!genesis/library.nu/27/_73490.27c7d9d30849f0a4b13e3b5097c99244.pdf

Outer Billiards on Kites (AM-171) (Annals of Mathematics Studies, 171) Richard Evan Schwartz Princeton University Press, Annals of Mathematics Studies, web draft, 2009

Outer Billiards Is A Basic Dynamical System Defined Relative To A Convex Shape In The Plane. B. H. Neumann Introduced This System In The 1950s, And J. Moser Popularized It As A Toy Model For Celestial Mechanics. All Along, The So-called Moser-neumann Question Has Been One Of The Central Problems In The Field. This Question Asks Whether Or Not One Can Have An Outer Billiards System With An Unbounded Orbit. The Moser-neumann Question Is An Idealized Version Of The Question Of Whether, Because Of Small Disturbances In Its Orbit, The Earth Can Break Out Of Its Orbit And Fly Away From The Sun. In Outer Billiards On Kites, Richard Schwartz Presents His Affirmative Solution To The Moser-neumann Problem. He Shows That An Outer Billiards System Can Have An Unbounded Orbit When Defined Relative To Any Irrational Kite. A Kite Is A Quadrilateral Having A Diagonal That Is A Line Of Bilateral Symmetry. The Kite Is Irrational If The Other Diagonal Divides The Quadrilateral Into Two Triangles Whose Areas Are Not Rationally Related. In Addition To Solving The Basic Problem, Schwartz Relates Outer Billiards On Kites To Such Topics As Diophantine Approximation, The Modular Group, Self-similar Sets, Polytope Exchange Maps, Profinite Completions Of The Integers, And Solenoids--connections That Together Allow For A Fairly Complete Analysis Of The Dynamical System.--publisher Website. Introduction -- The Arithmetic Graph -- The Hexagrid Theorem -- Period Copying -- Proof Of The Erratic Orbits Theorem -- The Master Picture Theorem -- The Pinwheel Lemma -- The Torus Lemma -- The Strip Functions -- Proof Of The Master Picture Theorem - Proof Of The Embedding Theorem -- Extension And Symmetry -- Proof Of Hexagrid Theorem I -- The Barrier Theorem -- Proof Of Hexagrid Theorem Ii -- Proof Of The Intersection Lemma -- Diophantine Approximation -- The Diophantine Lemma -- The Decomposition Theorem -- Existence Of Strong Sequences -- Structure Of The Inferior And Superior Sequences -- The Comet Theorem -- Dynamical Consequences -- Geometric Consequences -- Proof Of The Copy Theorem -- Pivot Arcs In The Even Case -- Proof Of The Pivot Theorem -- Proof Of The Period Theorem -- Hovering Components -- Proof Of The Low Vertex Theorem -- Structure Of Periodic Points -- Self-similarity -- General Orbits On Kites -- General Quadrilaterals. Richard Evan Schwartz. Includes Bibliographical References And Index.

English [en] · PDF · 2.4MB · 2009 · 📘 Book (non-fiction) · 🚀/lgli/lgrs/nexusstc/zlib · Save

base score: 11065.0, final score: 167487.89

nexusstc/You Can Count on Monsters/d683254d9ec98a71b135618671f39174.pdf

You Can Count on Monsters : The First 100 Numbers and Their Characters Richard Evan Schwartz, Richard Alan Schwartz American Mathematical Society American Mathematical Society, Reprint, 2015

"This book is a unique teaching tool that takes math lovers on a journey designed to motivate kids (and kids at heart) to learn the fun of factoring and prime numbers. This volume visually explores the concepts of factoring and the role of prime and composite numbers. The playful and colorful monsters are designed to give children (and even older audiences) an intuitive understanding of the building blocks of numbers and the basics of multiplication. The introduction and appendices can also help adult readers answer questions about factoring from their young audience. The artwork is crisp and creative and the colors are bright and engaging, making this volume a welcome deviation from standard math texts. Any person, regardless of age, can profit from reading this book. Readers will find themselves returning to its pages for a very long time, continually learning from and getting to know the monsters as their knowledge expands. You Can Count on Monsters is a magnificent addition for any math education program and is enthusiastically recommended to every teacher, parent and grandparent, student, child, or other individual interested in exploring the visually fascinating world of the numbers 1 through 100."--Résumé de l'éditeur

English [en] · PDF · 1.1MB · 2015 · 📘 Book (non-fiction) · 🚀/lgli/lgrs/nexusstc/zlib · Save

base score: 11060.0, final score: 167487.89

duxiu/initial_release/Gallery of the Infinite_40928928.zip

Gallery of the Infinite Richard Evan Schwartz American Mathematical Society, 2016, 2016

English [en] · PDF · 30.8MB · 2016 · 📗 Book (unknown) · 🚀/duxiu/zlibzh · Save

base score: 11062.0, final score: 167487.67

nexusstc/Gallery of the Infinite/9bb42c112319a36b39cda2408a8260c1.pdf

The gallery of the infinite Richard Evan Schwartz American Mathematical Society, American Mathematical Society, [N.p.], 2016

The Gallery of the Infinite is a mathematician's unique view of the infinitely many sizes of infinity. Written in a playful yet informative style, it introduces important concepts from set theory (including the Cantor Diagonalization Method and the Cantor-Bernstein Theorem) using colorful pictures, with little text and almost no formulas. It requires no specialized background and is suitable for anyone with an interest in the infinite, from advanced middle-school students to inquisitive adults

English [en] · PDF · 12.7MB · 2016 · 📘 Book (non-fiction) · 🚀/lgli/lgrs/nexusstc/zlib · Save

base score: 11065.0, final score: 167486.97

nexusstc/The Plaid Model: (AMS-198)/16fd3786287022bfb606e64ebbeae60d.pdf

The Plaid Model: (AMS-198) (Annals of Mathematics Studies Book 361) Richard Evan Schwartz Princeton University Press, Annals of Mathematics Studies; 198, 2019 dec 31

Outer billiards provides a toy model for planetary motion and exhibits intricate and mysterious behavior even for seemingly simple examples. It is a dynamical system in which a particle in the plane moves around the outside of a convex shape according to a scheme that is reminiscent of ordinary billiards. __The Plaid Model__, which is a self-contained sequel to Richard Schwartz’s __Outer Billiards on Kites__, provides a combinatorial model for orbits of outer billiards on kites. Schwartz relates these orbits to such topics as polytope exchange transformations, renormalization, continued fractions, corner percolation, and the Truchet tile system. The combinatorial model, called “the plaid model,” has a self-similar structure that blends geometry and elementary number theory. The results were discovered through computer experimentation and it seems that the conclusions would be extremely difficult to reach through traditional mathematics. The book includes an extensive computer program that allows readers to explore materials interactively and each theorem is accompanied by a computer demo.

English [en] · PDF · 5.4MB · 2019 · 📘 Book (non-fiction) · 🚀/lgli/lgrs/nexusstc/zlib · Save

base score: 11065.0, final score: 167485.5

upload/newsarch_ebooks_2025_10/2019/06/29/0821853686.pdf

Mostly Surfaces (Student Mathematical Library, 60) Richard Evan Schwartz American Mathematical Society, The Student Mathematical Library, Student Mathematical Library 060, 2011

This book presents a number of topics related to surfaces, such as Euclidean, spherical and hyperbolic geometry, the fundamental group, universal covering surfaces, Riemannian manifolds, the Gauss-Bonnet Theorem, and the Riemann mapping theorem. The main idea is to get to some interesting mathematics without too much formality. The book also includes some material only tangentially related to surfaces, such as the Cauchy Rigidity Theorem, the Dehn Dissection Theorem, and the Banach–Tarski Theorem. The goal of the book is to present a tapestry of ideas from various areas of mathematics in a clear and rigorous yet informal and friendly way. Prerequisites include undergraduate courses in real analysis and in linear algebra, and some knowledge of complex analysis.

English [en] · PDF · 4.3MB · 2011 · 📘 Book (non-fiction) · 🚀/lgli/lgrs/nexusstc/upload/zlib · Save

base score: 11065.0, final score: 167484.23

upload/degruyter/DeGruyter Partners/Princeton University Press [RETAIL]/10.1515_9781400837199.pdf

Spherical CR Geometry and Dehn Surgery (AM-165) (Annals of Mathematics Studies) Schwartz, Richard Evan Princeton University Press, Annals of Mathematics Studies; 165, Course Book, 2007 dec 31

This book proves an analogue of William Thurston's celebrated hyperbolic Dehn surgery theorem in the context of complex hyperbolic discrete groups, and then derives two main geometric consequences from it. The first is the construction of large numbers of closed real hyperbolic 3-manifolds which bound complex hyperbolic orbifolds--the only known examples of closed manifolds that simultaneously have these two kinds of geometric structures. The second is a complete understanding of the structure of complex hyperbolic reflection triangle groups in cases where the angle is small. In an accessible and straightforward manner, Richard Evan Schwartz also presents a large amount of useful information on complex hyperbolic geometry and discrete groups. Schwartz relies on elementary proofs and avoids quotations of preexisting technical material as much as possible. For this reason, this book will benefit graduate students seeking entry into this emerging area of research, as well as researchers in allied fields such as Kleinian groups and CR geometry.

English [en] · PDF · 1.1MB · 2007 · 📘 Book (non-fiction) · 🚀/lgli/lgrs/nexusstc/upload/zlib · Save

base score: 11060.0, final score: 167482.0

ia/sphericalcrgeome0000schw.pdf

Spherical CR Geometry and Dehn Surgery (AM-165) (Annals of Mathematics Studies, 165) Richard Evan Schwartz Princeton : Princeton University Press, 2007., Princeton University Press, Princeton, 2007

"This book proves an analogue of William Thurston's celebrated hyperbolic Dehn surgery theorem in the context of complex hyperbolic discrete groups, and then derives two main geometric consequences from it. The first is the construction of large numbers of closed real hyperbolic 3-manifolds which bound complex hyperbolic orbifolds--the only known examples of closed manifolds that simultaneously have these two kinds of geometric structures. The second is a complete understanding of the structure of complex hyperbolic reflection triangle groups in cases where the angle is small. In an accessible and straightforward manner, Richard Evan Schwartz also presents a large amount of useful information on complex hyperbolic geometry and discrete groups. Schwartz relies on elementary proofs and avoids quotations of preexisting technical material as much as possible. For this reason, this book will benefit graduate students seeking entry into this emerging area of research, as well as researchers in allied fields such as Kleinian groups and CR geometry."--Publisher's description

English [en] · PDF · 10.1MB · 2007 · 📗 Book (unknown) · 🚀/ia · Save

base score: 11068.0, final score: 167481.33

upload/degruyter/DeGruyter Partners/Princeton University Press [RETAIL]/10.1515_9781400831975.pdf

Outer Billiards on Kites (AM-171) Schwartz, Richard Evan Princeton University Press, Annals of Mathematics Studies; 171, Course Book, 2009 dec 31

Outer billiards is a basic dynamical system defined relative to a convex shape in the plane. B. H. Neumann introduced this system in the 1950s, and J. Moser popularized it as a toy model for celestial mechanics. All along, the so-called Moser-Neumann question has been one of the central problems in the field. This question asks whether or not one can have an outer billiards system with an unbounded orbit. The Moser-Neumann question is an idealized version of the question of whether, because of small disturbances in its orbit, the Earth can break out of its orbit and fly away from the Sun. In __Outer Billiards on Kites__, Richard Schwartz presents his affirmative solution to the Moser-Neumann problem. He shows that an outer billiards system can have an unbounded orbit when defined relative to any irrational kite. A kite is a quadrilateral having a diagonal that is a line of bilateral symmetry. The kite is irrational if the other diagonal divides the quadrilateral into two triangles whose areas are not rationally related. In addition to solving the basic problem, Schwartz relates outer billiards on kites to such topics as Diophantine approximation, the modular group, self-similar sets, polytope exchange maps, profinite completions of the integers, and solenoids--connections that together allow for a fairly complete analysis of the dynamical system.

English [en] · PDF · 2.2MB · 2009 · 📘 Book (non-fiction) · 🚀/lgli/lgrs/nexusstc/upload/zlib · Save

base score: 11065.0, final score: 167480.94

lgli/dvd48/Schwartz R. E., Griffiths Ph. A. - Spherical CR Geometry and Dehn Surgery(2007)(200).pdf

Spherical CR Geometry and Dehn Surgery (AM-165) (Annals of Mathematics Studies, 165) Richard Evan Schwartz Princeton : Princeton University Press, 2007., Annals of mathematics studies 165, 1, 2007

This book proves an analogue of William Thurston's celebrated hyperbolic Dehn surgery theorem in the context of complex hyperbolic discrete groups, and then derives two main geometric consequences from it. The first is the construction of large numbers of closed real hyperbolic 3-manifolds which bound complex hyperbolic orbifolds - the only known examples of closed manifolds that simultaneously have these two kinds of geometric structures. The second is a complete understanding of the structure of complex hyperbolic reflection triangle groups in cases where the angle is small. In an accessible and straightforward manner, Richard Evan Schwartz also presents a large amount of useful information on complex hyperbolic geometry and discrete groups.Schwartz relies on elementary proofs and avoids quotations of preexisting technical material as much as possible. For this reason, this book will benefit graduate students seeking entry into this emerging area of research, as well as researchers in allied fields such as Kleinian groups and CR geometry.

English [en] · PDF · 1.5MB · 2007 · 📘 Book (non-fiction) · 🚀/lgli/lgrs/nexusstc/zlib · Save

base score: 11065.0, final score: 167480.6

lgli/Schwartz2019.pdf

The Projective Heat Map Richard Evan Schwartz American Mathematical Society, Mathematical surveys and monographs, volume 219, Providence, Rhode Island, 2017

This book introduces a simple dynamical model for a planar heat map that is invariant under projective transformations. The map is defined by iterating a polygon map, where one starts with a finite planar $N$-gon and produces a new $N$-gon by a prescribed geometric construction. One of the appeals of the topic of this book is the simplicity of the construction that yet leads to deep and far reaching mathematics. To construct the projective heat map, the author modifies the classical affine invariant midpoint map, which takes a polygon to a new polygon whose vertices are the midpoints of the original. The author provides useful background which makes this book accessible to a beginning graduate student or advanced undergraduate as well as researchers approaching this subject from other fields of specialty. The book includes many illustrations, and there is also a companion computer program.

English [en] · PDF · 14.9MB · 2017 · 📘 Book (non-fiction) · 🚀/lgli/lgrs · Save

base score: 11065.0, final score: 167480.28

lgli/Schwartz R.E. The plaid model (AMS198, PUP, 2019)(ISBN 9780691181370)(270s)_MPd_.pdf

The Plaid Model: (AMS-198) (Annals of Mathematics Studies, 198) Richard Evan Schwartz Princeton University Press, Princeton University Press, Princeton, New Jersey, 2019

Outer billiards provides a toy model for planetary motion and exhibits intricate and mysterious behavior even for seemingly simple examples. It is a dynamical system in which a particle in the plane moves around the outside of a convex shape according to a scheme that is reminiscent of ordinary billiards. The Plaid Model, which is a self-contained sequel to Richard Schwartz's Outer Billiards on Kites, provides a combinatorial model for orbits of outer billiards on kites.Schwartz relates these orbits to such topics as polytope exchange transformations, renormalization, continued fractions, corner percolation, and the Truchet tile system. The combinatorial model, called “the plaid model,” has a self-similar structure that blends geometry and elementary number theory. The results were discovered through computer experimentation and it seems that the conclusions would be extremely difficult to reach through traditional mathematics.The book includes an extensive computer program that allows readers to explore the materials interactively and each theorem is accompanied by a computer demonstration.

English [en] · PDF · 2.2MB · 2019 · 📘 Book (non-fiction) · 🚀/lgli/lgrs · Save

base score: 11065.0, final score: 167473.73

upload/newsarch_ebooks/2018/12/07/Outer billiards on kites.pdf

Outer Billiards on Kites (AM-171) (Annals of Mathematics Studies, 171) Richard Evan Schwartz Princeton University Press, Annals of Mathematics Studies, web draft, 2009

Outer Billiards Is A Basic Dynamical System Defined Relative To A Convex Shape In The Plane. B. H. Neumann Introduced This System In The 1950s, And J. Moser Popularized It As A Toy Model For Celestial Mechanics. All Along, The So-called Moser-neumann Question Has Been One Of The Central Problems In The Field. This Question Asks Whether Or Not One Can Have An Outer Billiards System With An Unbounded Orbit. The Moser-neumann Question Is An Idealized Version Of The Question Of Whether, Because Of Small Disturbances In Its Orbit, The Earth Can Break Out Of Its Orbit And Fly Away From The Sun. In Outer Billiards On Kites, Richard Schwartz Presents His Affirmative Solution To The Moser-neumann Problem. He Shows That An Outer Billiards System Can Have An Unbounded Orbit When Defined Relative To Any Irrational Kite. A Kite Is A Quadrilateral Having A Diagonal That Is A Line Of Bilateral Symmetry. The Kite Is Irrational If The Other Diagonal Divides The Quadrilateral Into Two Triangles Whose Areas Are Not Rationally Related. In Addition To Solving The Basic Problem, Schwartz Relates Outer Billiards On Kites To Such Topics As Diophantine Approximation, The Modular Group, Self-similar Sets, Polytope Exchange Maps, Profinite Completions Of The Integers, And Solenoids--connections That Together Allow For A Fairly Complete Analysis Of The Dynamical System.--publisher Website. Introduction -- The Arithmetic Graph -- The Hexagrid Theorem -- Period Copying -- Proof Of The Erratic Orbits Theorem -- The Master Picture Theorem -- The Pinwheel Lemma -- The Torus Lemma -- The Strip Functions -- Proof Of The Master Picture Theorem - Proof Of The Embedding Theorem -- Extension And Symmetry -- Proof Of Hexagrid Theorem I -- The Barrier Theorem -- Proof Of Hexagrid Theorem Ii -- Proof Of The Intersection Lemma -- Diophantine Approximation -- The Diophantine Lemma -- The Decomposition Theorem -- Existence Of Strong Sequences -- Structure Of The Inferior And Superior Sequences -- The Comet Theorem -- Dynamical Consequences -- Geometric Consequences -- Proof Of The Copy Theorem -- Pivot Arcs In The Even Case -- Proof Of The Pivot Theorem -- Proof Of The Period Theorem -- Hovering Components -- Proof Of The Low Vertex Theorem -- Structure Of Periodic Points -- Self-similarity -- General Orbits On Kites -- General Quadrilaterals. Richard Evan Schwartz. Includes Bibliographical References And Index.

English [en] · PDF · 1.0MB · 2009 · 📘 Book (non-fiction) · 🚀/lgli/lgrs/nexusstc/upload/zlib · Save

base score: 11060.0, final score: 167472.95

ia/isbn_2130470459.pdf

Crystalline Dieudonné module theory via formal and rigid geometry A. J. de Jong; Pekka Tukia; Richard Evan Schwartz; Werner Ballmann Institut des hautes études scientifiques, Publications mathématiques / Institut des Hautes Etudes Scientifiques, Bures-sur-Yvette, 1996

English [en] · PDF · 16.0MB · 1996 · 📗 Book (unknown) · 🚀/ia · Save

base score: 11065.0, final score: 167472.6

upload/newsarch_ebooks_2025_10/2020/08/22/The Octagonal PETs.pdf

The Octagonal PETs Richard Evan Schwartz American Mathematical Society, Mathematical Surveys and Monographs, Mathematical Surveys and Monographs 197, 2014

A polytope exchange transformation is a (discontinuous) map from a polytope to itself that is a translation wherever it is defined. The 1-dimensional examples, interval exchange transformations, have been studied fruitfully for many years and have deep connections to other areas of mathematics, such as Teichmuller theory. This book introduces a general method for constructing polytope exchange transformations in higher dimensions and then studies the simplest example of the construction in detail. The simplest case is a 1-parameter family of polygon exchange transformations that turns out to be closely related to outer billiards on semi-regular octagons. The 1-parameter family admits a complete renormalization scheme, and this structure allows for a fairly complete analysis both of the system and of outer billiards on semi-regular octagons. The material in this book was discovered through computer experimentation. On the other hand, the proofs are traditional, except for a few rigorous computer-assisted calculations

English [en] · PDF · 1.3MB · 2014 · 📘 Book (non-fiction) · 🚀/lgli/lgrs/nexusstc/upload/zlib · Save

base score: 11065.0, final score: 167469.62

lgli/M_Mathematics/MD_Geometry and topology/Schwartz L.E. Spherical CR geometry and Dehn surgery (Ann.Math.Stud.165, PUP, 2007)(ISBN 0691128103)(200s)_MD_.pdf

Spherical CR Geometry and Dehn Surgery (AM-165) (Annals of Mathematics Studies, 165) Richard Evan Schwartz Princeton : Princeton University Press, 2007., Annals of mathematics studies 165, 1, 2007

"This book proves an analogue of William Thurston's celebrated hyperbolic Dehn surgery theorem in the context of complex hyperbolic discrete groups, and then derives two main geometric consequences from it. The first is the construction of large numbers of closed real hyperbolic 3-manifolds which bound complex hyperbolic orbifolds--the only known examples of closed manifolds that simultaneously have these two kinds of geometric structures. The second is a complete understanding of the structure of complex hyperbolic reflection triangle groups in cases where the angle is small. In an accessible and straightforward manner, Richard Evan Schwartz also presents a large amount of useful information on complex hyperbolic geometry and discrete groups. Schwartz relies on elementary proofs and avoids quotations of preexisting technical material as much as possible. For this reason, this book will benefit graduate students seeking entry into this emerging area of research, as well as researchers in allied fields such as Kleinian groups and CR geometry."--Publisher's description

English [en] · PDF · 1.4MB · 2007 · 📘 Book (non-fiction) · 🚀/lgli/lgrs/nexusstc/zlib · Save

base score: 11065.0, final score: 167466.12

duxiu/initial_release/40854320.zip

The octogonal PETs volume 197 Richard Evan Schwartz American Mathematical Society, 2014

PDF · 48.5MB · 2014 · 📗 Book (unknown) · 🚀/duxiu · Save

base score: 11055.0, final score: 17487.756

duxiu/initial_release/14560168.zip

无穷的画廊 : 数学家如何思考无穷 (美)施瓦茨(RICHANDEVANSCHWARTZ)著;孙小淳,王淑红译, 施瓦茨 (Schwartz, Richard Evan), Richard Evan Schwartz 上海:上海科学技术出版社, 2018, 2018

是一本数学科普书.本书的缘起是作者为了教小女儿学习数学而作,因此本书用来阐述康托尔集合论思想的事例,都是来自现实生活,充满童心和爱心,使生活的意境与丰富的想象完美结合.那些最深奥的理论,竟然用简洁明了的语言,丝丝入扣但又栩栩如生地展现在读者的面前.绘制卡通是作者的爱好,他的简洁而饱含逻辑和哲理的文字,辅以漂亮而又富有生趣的卡通,与集合论抽象的概念,符号和公式巧妙结合,浑然构成一个整体,如一个视觉的画廊,又如一个充满悬念而富有挑战的思想侦探

Chinese [zh] · PDF · 25.2MB · 2018 · 📗 Book (unknown) · 🚀/duxiu/zlibzh · Save

base score: 11060.0, final score: 17481.486

Gallery of the Infinite Richard Evan Schwartz American Mathematical Society, 2016

Chinese [zh] · PDF · 30.7MB · 2016 · 📗 Book (unknown) · 🚀/zlibzh · Save

base score: 10957.0, final score: 17441.676

ia/frombenchtopilot0000unse.pdf

From Bench to Pilot Plant: Process Research in the Pharmaceutical Industry (ACS Symposium Series, No. 817) Mehdi Nafissi; Nikolaos H . Petousis; Edward J. J. Grabowski; Matthew J. Sharp; Mark W. Andersen; Evan G. Boswell; Bobby N. Glover; Michael T. Martin; Richard T. Matsuoka; Xiaoming Zhou; David M. Barnes; Jianguo Ji; Ji Zhang; Steven A. King; Steven J. Wittenberger; Howard E. Morton; Roger N. Brummel; Lawrence E. Fisher; Charles Dvorak; Keena Green; Samantha Janisse; Anthony Prince; Keshab Sarma; Paul McGrane; David Moore; Jeffrey Campbell; Janel Baptista; Chris Broka; Than Hendricks; Keith Walker; Calvin Yee; Michael F. Lipton; Michael A. Mauragis; Michael F. Veley; Gordon L. Bundy; Lee S. Banitt; Paul J. Dobrowolski; John R. Palmer; Theresa M. Schwartz; David C. Zimmerman; Keith M. DeVries; Jeffery A. Dodge; Kathy K. Ellis; Lynne A. Hay; Thomas M. Koenig; Charles Lugar; Erin E. Strouse; David Mitchell Washington, DC: American Chemical Society: Distributed by Oxford University Press, American Chemical Society, Washington, DC, 2002

<br> <em>From Bench to Pilot Plant: Process Research in the Pharmaceutical Industry</em> examines the bridges between research, product development and manufacturing. The volume examines the transfer of small scale research results to a marketable product through stages of scale up and discusses how to alleviate the problems of high cost, environmental concerns, and safety. Chapters include advances in technology of product development, and transferring modern research methodologies to scale up and manufacturing.

English [en] · PDF · 6.9MB · 2002 · 📗 Book (unknown) · 🚀/ia · Save

base score: 11068.0, final score: 1.6746609

upload/newsarch_ebooks/2020/05/14/From Bench to Pilot Plant. Process Research in the Pharmaceu.pdf

From Bench to Pilot Plant: Process Research in the Pharmaceutical Industry (ACS Symposium Series, No. 817) Nafissi, Mehdi (editor);Ragan, John A. (editor);DeVries, Keith M. (editor) American Chemical Society : Distributed by Oxford University Press, ACS Symposium Series, ACS Symposium Series 817, 2002

The ACS Symposium Series was first published in 1974 to provide a mechanism for publishing symposia quickly in book form. The purpose of the series is to publish timely, comprehensive books developed from ACS sponsored symposia based on current scientific research. Occasion-ally, books are developed from symposia sponsored by other organizations when the topic is of keen interest to the chemistry audience. Before agreeing to publish a book, the proposed table of contents is reviewed for appropriate and comprehensive coverage and for interest to the audience. Some papers may be excluded to better focus the book; others may be added to provide comprehensiveness. When appropriate, overview or introductory chapters are added. Drafts of chapters are peer-reviewed prior to final acceptance or rejection, and manuscripts are prepared in camera-ready format. As a rule, only original research papers and original review papers are included in the volumes. Verbatim reproductions of previously published papers are not accepted.

English [en] · PDF · 14.1MB · 2002 · 📘 Book (non-fiction) · 🚀/lgli/lgrs/nexusstc/upload/zlib · Save

base score: 11065.0, final score: 1.6746297

upload/misc_2025_10/infoark/600 Applied Science/621 Applied physics/621.381 Electronics/621.381547 Manuals, Heathkit/A/AG-10 Sine-Square Generator/._AG-10 Sine-Square Generator manual_Heath__621.381547_22880_.pdf

._AG-10 Sine-Square Generator manual_Heath__621.381547_22880_.pdf

English [en] · PDF · 0.1MB · 📗 Book (unknown) · 🚀/upload · Save

base score: 9936.0, final score: 1.6666874

14 partial matches

lgli/eng\2016-12\2016-12-08\Evan I Schwartz - The Last Lone Inventor- A Tale of Genius, Deceit, and the Birth of Television (epub).epub

The last lone inventor : a tale of genius, deceit, and the birth of television Schwartz, Evan I. HarperCollins e-books, Open Road Integrated Media, Inc., [N.p.], 2009

In a story that is both of its time and timeless, Evan I. Schwartz tells a tale of genius versus greed, innocence versus deceit, and independent brilliance versus corporate arrogance. Many men have laid claim to the title "father of television," but Philo T. Farnsworth is the true genius behind what may be the most influential invention of our time. Driven by his obsession to demonstrate his idea,by the age of twenty Farnsworth was operating his own laboratory above a garage in San Francisco and filing for patents. The resulting publicity caught the attention of RCA tycoon David Sarnoff, who became determined to control television in the same way he monopolized radio. Based on original research, including interviews with Farnsworth family members, The Last Lone Inventor is the story of the epic struggle between two equally passionate adversaries whose clash symbolized a turning point in the culture of creativity.

English [en] · EPUB · 1.0MB · 2009 · 📕 Book (fiction) · 🚀/lgli/lgrs/zlib · Save

base score: 11060.0, final score: 29.596725

hathi/coo/pairtree_root/31/92/41/09/40/26/06/31924109402606/31924109402606.zip

Self-assembling block copolymers as photoresists and photoresist additives / by Evan Lawrence Schwartz. Schwartz, Evan Lawrence, 1982- c2008., Unknown, 2008

English [en] · ZIP · 0.1MB · 2008 · 📗 Book (unknown) · 🚀/hathi · Save

base score: 9937.0, final score: 27.11219

upload/polish/BTGiGS.EBOOK.PACK-PT/Richard Schwartz - cykl Tajemnica Askiru tom 1-4 (2019-2020) [epub mobi pdf azw3]/Richard Schwartz - Pierwszy róg (2018) [ebook PL] [epub mobi pdf azw3]/Schwartz Richard - Pierwszy rog.pdf

Pierwszy róg Richard Schwartz INITIUM, Patryk Lubas, 2018

1. MAESTRA 4 2. WIĘŹNIOWIE BURZY 14 3. WIEŻA 26 4. ZBĘDNA LEKCJA 31 5. ORTENTHALSKIE WINO 39 6. TRUP W STAJNI 50 7. BESTIA 59 8. KIEPSKA RADA 64 9. ZOKORA 77 10. JANOS CIEMNORĘKI 84 11. OKO ORKANU 92 12. DAR WRÓŻKI 102 13. PIWNICA 114 14. GRÓB Z LODU 121 15. SZCZEGÓLNE WINOGRONO 131 16. HISTORIA MONET 140 17. CENA MAGII 152 18. DROBNY CZAR 161 19. SIERŻANT 165 20. SPOSÓB ELFÓW 172 21. POSZUKIWANIA MARTINA 182 22. ZŁOTO LEGIONU 194 23. RAPORT VAROSCHA 198 24. ROZPRUWACZ DUSZ 206 25. KOMENDANT 214 26. WILCZY BRACIA 223 27. RÓWNOWAGA MAGII 232 28. ZAGINIONY LEGION 238 29. DAR CIEPŁA 247 30. SYN KUPCA 254 31. HISTORIA WĘDROWCA 261 32. ZIMNE TCHNIENIE LODU 270 33. BALTHASAR 276 34. ZA ŻADNE SKARBY ŚWIATA 286 35. WYMARSZ DO KRAINY MROKU 295 36. ROZMOWA 302 37. APEL 308 38. LODOWE GROTY 316 39. OPOWIEŚCI 327 40. DROGA 337 41. ŚWIĄTYNIA ZIMY 345 42. MOC WILKA 350 43. ODWILŻ 352 44. KENNARD 355

Polish [pl] · PDF · 1.5MB · 2018 · 📘 Book (non-fiction) · 🚀/lgli/upload/zlib · Save

base score: 11063.0, final score: 26.546364

upload/polish/BTGiGS.EBOOK.PACK-PT/Richard Schwartz - cykl Tajemnica Askiru tom 1-4 (2019-2020) [epub mobi pdf azw3]/Richard Schwartz - Oko pustyni (2019) [ebook PL] [epub mobi pdf azw3]/Schwartz Richard - Oko pustyni.epub

Oko pustyni Schwartz, Richard Initium, Tajemnica Askiru #3, 2019

W poszukiwaniu sojuszników w walce z niszczycielskim Thalakiem wojownik Havald, pół-elfka Leandra, mroczna elfka Zokora i pozostali członkowie drużyny trafiają do pustynnego Besarajnu. Są zmuszeni zostać tu dłużej, by uwolnić Leandrę z rąk handlarzy niewolników. Wpadają przy tym w wir walki o tron, która wstrząsa Gasalabadem, stolicą monarchii. Niebagatelną rolę odegra w niej magiczny artefakt − Oko Gasalabadu, a Havaldowi i jego towarzyszom przyjdzie się zmierzyć z politycznymi intrygami, knowaniami zamachowców, mroczną magią nekromantów i… ze sługą Arminem, któremu nie zamykają się usta. Trzeci tom rewelacyjnej serii fantasy Tajemnica Askiru to skwar i egzotyka obcego emiratu, magia, przygoda i niezapomniani, wyraziści bohaterowie w najlepszym wydaniu. Książka ma 400 stron. Fantastyka; fantasy; science fiction

Polish [pl] · EPUB · 0.9MB · 2019 · 📕 Book (fiction) · 🚀/lgli/upload/zlib · Save

base score: 11058.0, final score: 26.533424

upload/polish/BTGiGS.EBOOK.PACK-PT/Richard Schwartz - cykl Tajemnica Askiru tom 1-4 (2019-2020) [epub mobi pdf azw3]/Richard Schwartz - Tajemnica Askiru 02 - Drugi Legion/Richard Schwartz - Tajemnica Askiru 02 - Drugi Legion.epub

Drugi Legion Schwartz, Richard INITIUM, Patryk Lubas, 2018

Polish [pl] · EPUB · 0.8MB · 2018 · 📕 Book (fiction) · 🚀/lgli/upload/zlib · Save

base score: 11055.0, final score: 26.442677

lgli/Schwartz, Richard - [IJsraven kronieken 03] - Invasie.epub

IJsraven kronieken 03 - Invasie Richard Schwartz 2024

In het derde deel van de "Eisraben Chronicles" moet de voormalige gevechtspiloot Alex een nieuwe uitdaging aangaan in het gigantische online rollenspel Vorena: Terwijl de aarde zich nog steeds voorbereidt op de invasie van buitenaardse machten, worden de eerste buitenaardse aanvallers al oprukkende naar Vorena om de kansen op succes te testen bij het onderzoeken van oorlog tegen mensen. Alex en haar bondgenoten doen er alles aan om de indringers af te weren. Omdat ze weten: als Vorena valt, valt de hele wereld...

Dutch [nl] · EPUB · 0.4MB · 2024 · 📕 Book (fiction) · 🚀/lgli/lgrs · Save

base score: 11048.0, final score: 26.413017

lgli/Schwartz, Richard - De valk van Aryn.epub

De valk van Aryn Richard Schwartz Piper (com)

Dutch [nl] · EPUB · 0.7MB · 📕 Book (fiction) · 🚀/lgli/lgrs · Save

base score: 11045.0, final score: 26.413017

lgli/U:\!dutch\!\S\Schwartz, Richard\Schwartz, Richard - Das Geheimnis von Askir 4 - Der Herr der Puppen.pdf

Der Herr der Puppen Schwartz, Richard Das Geheimnis von Askir 4, 0

German [de] · PDF · 1.2MB · 📕 Book (fiction) · 🚀/lgli/lgrs/zlib · Save

base score: 11055.0, final score: 26.395767

lgli/lib_ita\Biblioteca calibre 1501 epub italiani urania edizione settembre 2019\Richard Marsten (Evan Hunter)\L'era del dinosauro (751)\L'era del dinosauro - Richard Marsten (Evan Hunter).epub

L' Era Del Dinosauro Mondadori;Emmebook, Urania 64, 1954;2014

EPUB · 1.0MB · 1954 · 📕 Book (fiction) · 🚀/lgli · Save

base score: 11048.0, final score: 26.386244

lgli/Schwartz, Richard - [IJsraven Kroniek 02] - Monsterjager.epub

Monsterjager Richard Schwartz

Dutch [nl] · EPUB · 0.8MB · 📕 Book (fiction) · 🚀/lgli/lgrs · Save

base score: 11048.0, final score: 26.373198

lgli/U:\!dutch\!\S\Schwartz, Richard\Schwartz, Richard - Das Geheimnis von Askir 2 - Die zweite Legion.pdf

Die zweite Legion Schwartz, Richard Das Geheimnis von Askir 2, 0

German [de] · PDF · 2.1MB · 📕 Book (fiction) · 🚀/lgli/lgrs/zlib · Save

base score: 11055.0, final score: 26.34483

lgli/P:\_0day_fiction\lib_ita_ilp2\#OK Urania#\Hunter), Richard Marsten (Evan\Urania 0064 - L'Era del Dinosauro\Urania 0064 - L'Era del Dinosauro - Richard Marsten (Evan Hunter).mobi

L' Era Del Dinosauro Mondadori;Emmebook, Urania 64, 1954;2014

MOBI · 1.1MB · 1954 · 📕 Book (fiction) · 🚀/lgli · Save

base score: 11038.0, final score: 26.33825

lgli/P:\_0day_fiction\lib_ita_ilp2\#OK Urania#\Hunter), Richard Marsten (Evan\Urania 0064 - L'Era del Dinosauro\Urania 0064 - L'Era del Dinosauro - Richard Marsten (Evan Hunter).pdf

L' Era Del Dinosauro Mondadori;Emmebook, Urania 64, 1954;2014

PDF · 2.1MB · 1954 · 📕 Book (fiction) · 🚀/lgli · Save

base score: 11053.0, final score: 26.331818

lgli/U:\!dutch\!\S\Schwartz, Richard\Schwartz, Richard - Das Geheimnis von Askir 3 - Das Auge der Wüste.pdf

Das Auge der Wüste Schwartz, Richard Das Geheimnis von Askir 3, 0

German [de] · PDF · 1.6MB · 📕 Book (fiction) · 🚀/lgli/lgrs/zlib · Save

base score: 11055.0, final score: 26.315048

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