Handbook of the Mathematics of the Arts and Sciences
Handbook of the Mathematics of the Arts and Sciences
Editor: Sriraman, Bharath
Publication Year: 2021
Publisher: Springer Science+Business Media
Single-User Purchase Price:
$969.00

Unlimited-User Purchase Price:
Not Available
ISBN: 978-3-319-57071-6
Category: Mathematics & Statistics - Mathematics
Image Count:
1507
Book Status: Available
Table of Contents
Serves as an authoritative source for the interplay between mathematics and different disciplines and explores the most important questions on interdisciplinarity.
This book is found in the following Credo Collections:
Table of Contents
- Part I. Mathematics, Art, and Aesthetics
- – Mathematics, Art, and Aesthetics: An Introduction - Bharath Sriraman and Kyeonghwa Lee
- – The Art of Modern Homo Habilis Mathematicus, or: What Would Jon Borwein Do? - Scott B. Lindstrom
- – The Beauty of Blaschke Products - Ulrich Daepp, Pamela Gorkin, Gunter Semmler, and Elias Wegert
- – Looking Through the Glass - Annalisa Crannell
- – Designing Binary Trees - Vincent J. Matsko
- – Homeomorphisms Between the Circular Disc and the Square - Chamberlain Fong
- – A Visual Overview of Coprime Numbers - Benjamin A. Itzá-Ortiz, Roberto Lopez-Hernandez, and Pedro Miramontes
- – Almost All Surfaces Are Made Out of Hexagons - Hyungryul Baik
- – Anamorphosis Reformed: From Optical Illusions to Immersive Perspectives - António B. Araújo
- – Anamorphosis: Between Perspective and Catoptrics - Agostino De Rosa and Alessio Bortot
- – Geometric and Aesthetic Concepts Based on Pentagonal Structures - Cornelie Leopold
- – Mathematics and Origami: The Art and Science of Folds - Natalija Budinski
- – Geometric Strategies in Creating Origami Paper Lampshades: Folding Miura-ori, Yoshimura, and Waterbomb Tessellations - Jiangmei Wu
- – Mathematical Design for Knotted Textiles - Nithikul Nimkulrat and Tuomas Nurmi
- – Art and Science of Rope - Alexander Åström and Christoffer Åström
- – A Survey of Cellular Automata in Fiber Arts - Joshua Holden and Lana Holden
- – Mathematics and Art: Connecting Mathematicians and Artists - Joseph Malkevitch
- – Mathematics and Art: Unifying Perspectives - Heather M. Russell and Radmila Sazdanovic
- – Spherical Perspective - Antonio B. Araujo
- – A Hidden Order: Revealing the Bonds Between Music and Geometric Art - Part One - Sama Mara and Lee Westwood
- – A Hidden Order: Revealing the Bonds Between Music and Geometric Art - Part Two - Lee Westwood and Sama Mara
- – Korean Traditional Patterns: Frieze and Wallpaper - Hyunyong Shin, Shilla Sheen, Hyeyoun Kwon, and Taeseon Mun
- – Projections of Knots and Links - Alexander Astrom and Christoffer Astrom
- – Comparative Temple Geometries - Kelly McGonigal
- – Wasan Geometry - Hiroshi Okumura
- – Geometries of Light and Shadows, from Piero della Francesca to James Turrell - Agostino De Rosa and Francesco Bergamo
- – TOND to TOND: Self-Similarity of Persian TOND Patterns, Through the Logic of the X-Tiles - Jean-Marc Castera
- – Artistic Manifestations of Topics in String Theory - Nadav Drukker
- – Cutting, Gluing, Squeezing, and Twisting: Visual Design of Real Algebraic Surfaces - Stephan Klaus
- – Double Layered Polyhedra - Rinus Roelofs
- Part II. Mathematics, Humanities, and the Language Arts
- – Mathematics, Humanities, and the Language Arts: An Introduction - Gizem Karaali and Bharath Sriraman
- – Mathematics and Poetry: Arts of the Heart - Gizem Karaali and Lawrence M. Lesser
- – “Elegance in Design”: Mathematics and the Works of Ted Chiang - Jessica K. Sklar
- – Running in Shackles: The Information-Theoretic Paradoxes of Poetry - Dmitri Manin
- – Metaphor: A Key Element of Beauty in Poetry and Mathematics - Sanziana Caraman and Lorelei Caraman
- – Poems Structured by Mathematics - Daniel May
- – Lewis Carroll's Defense of Euclid: Parallels or Contrariwise - Natalie Schuler Evers
- Part III. Mathematics and Architecture
- – Architecture and Mathematics: An Ancient Symbiosis - Michael J. Ostwald
- – Egyptian Architecture and Mathematics - Corinna Rossi
- – Labyrinth - Tessa Morrison
- – Classical Greek and Roman Architecture: Mathematical Theories and Concepts - Sylvie Duvernoy
- – Classical Greek and Roman Architecture: Examples and Typologies - Sylvie Duvernoy
- – Mathematics and the Art and Science of Building Medieval Cathedrals - Josep Lluis i Ginovart
- – Renaissance Architecture - Sylvie Duvernoy
- – Baroque Architecture - Sylvie Duvernoy
- – Temple of Solomon - Tessa Morrison
- – Utopian Cities - Tessa Morrison
- – Tessellated, Tiled, and Woven Surfaces in Architecture - Michael J. Ostwald
- – Stereotomy: Architecture and Mathematics - Giuseppe Fallacara and Roberta Gadaleta
- – Fractal Geometry in Architecture - Josephine Vaughan and Michael J. Ostwald
- – Parametric Design: Theoretical Development and Algorithmic Foundation for Design Generation in Architecture - Ning Gu, Rongrong Yu, and Peiman Amini Behbahani
- – Shape Grammars: A Key Generative Design Algorithm - Ning Gu and Peiman Amini Behbahani
- – Space Syntax: Mathematics and the Social Logic of Architecture - Michael J. Dawes and Michael J. Ostwald
- – Isovists: Spatio-visual Mathematics in Architecture - Michael J. Dawes and Michael J. Ostwald
- – Fractal Dimensions in Architecture: Measuring the Characteristic Complexity of Buildings - Michael J. Ostwald and Josephine Vaughan
- Part IV. Mathematics in Society
- – Mathematics in Society: An Introduction - Bharath Sriraman
- – Probabilistic Thinking from Elementary Grades to Graduate School - John Beam
- – Risk and Decision Making: Modeling and Statistics in Medicine - Fundamental Aspects - Manfred Borovcnik
- – Risk and Decision Making: Modeling and Statistics in Medicine - Case Studies - Manfred Borovcnik
- – To Justice Through Statistics - Mary W. Gray
- – Actuarial (Mathematical) Modeling of Mortality and Survival Curves - Patrick L. Brockett and Yuxin Zhang
- – Mathematics in the Maritime - Kyra Mycroft and Bharath Sriraman
- – Mathematics and Economics, with Special Attention to Social Choice Theory - Maurice Salles
- – Social Algorithms and Optimization - Xin-She Yang
- – Applications of the Gini Index Beyond Economics and Statistics - Roberta La Haye and Petr Zizler
- – A Computational Music Theory of Everything: Dream or Project? - Guerino Mazzola
- – Groovy Mathematics: Toward a Theoretical Model of Rhythm - Carl Haakon Waadeland
- – Music, Dance, and Differential Equations - Lorelei Koss
- – Breaking the Ice: Figure Skating - Diana Cheng
- – The Mathematical Foundations of the Science of Cities - Christa Brelsford and Taylor Martin
- – Gilles Deleuze's The Fold: Calculus and Curvilinear Design - Menno Hubregtse
- – Mathematics and Oenology: Exploring an Unlikely Pairing - Lucio Cadeddu, Alessandra Cauli, and Stefano De Marchi
- – CombinArtorial Games - Urban Larsson
- – Combinatorial Artists: Counting, Permutations, and Other Discrete Structures in Art - Lali Barrière
- Part V. Mathematics, Science, and Dynamical Systems
- – Mathematics, Science, and Dynamical Systems: An Introduction - Torsten Lindström and Bharath Sriraman
- – Modern Ergodic Theory: From a Physics Hypothesis to a Mathematical Theory with Transformative Interdisciplinary Impact - Doğan Çömez
- – Two-Way Thermodynamics - L. S. Schulman
- – Visualizing Four Dimensions in Special and General Relativity - Magdalena Kersting
- – Coevolution of Mathematics, Statistics, and Genetics - Yun Joo Yoo
- – Topology in Biology - Ann Sizemore Blevins and Danielle S. Bassett
- – Dynamical Systems and Fitness Maximization in Evolutionary Biology - William Basener, Salvador Cordova, Ola Hössjer, and John Sanford
- – Damped Dynamical Systems for Solving Equations and Optimization Problems - Mårten Gulliksson, Magnus Ögren, Anna Oleynik, and Ye Zhang
- – Mathematics and Climate Change - Gerrit Lohmann
- – Mathematical Models Can Predict the Spread of an Invasive Species - John G. Alford
- – Mathematics and Recurrent Population Outbreaks - Torsten Lindström
- – Limit Cycles in Planar Systems of Ordinary Differential Equations - Torsten Lindström
- – Mathematical Models in Neuroscience: Approaches to Experimental Design and Reliable Parameter Determination - Denis Shchepakin, Leonid Kalachev and Michael Kavanaugh
- – Interdisciplinary Mathematics and Sciences in Schematic Ocean Current Maps in the Seas Around Korea - Kyung-Ae Park, Jae-Jin Park, Ji-Eun Park, Byoung-Ju Choi, Sang-Ho Lee, Do-Seong Byun, Eun-Il Lee, Boon-Soon Kang, Hong-Ryeol Shin, and Sang-Ryong Lee
- Part VI. Mathematics, History, and Philosophy
- – Mathematics, History, and Philosophy: An Introduction - Bharath Sriraman
- – Writing the History of Mathematics: Interpretations of the Mathematics of the Past and Its Relation to the Mathematics of Today - Johanna Pejlare and Kajsa Brating
- – Mathematics and Cultures Across the Chessboard: The Wheat and Chessboard Problem - Alberto Bardi
- – Ancient Greek Methods of Measuring Astronomical Sizes - Adam Clinch
- – Space and Time in the Foundations of Mathematics, or Some Challenges in the Interactions with Other Sciences - Giuseppe Longo
- – Baroquian Folds: Leibniz on Folded Fabrics and the Disruption of Geometry - Michael Friedman
- – Nyaya Methodology and Western Mathematical Logic: Origins and Implications - Martin Schmidt and Bharath Sriraman
- – Reception and Contestation: Mathematics and Esoteric Spirituality, 1875-1915 - K. G. Valente
- – Islamic Design and Its Relation to Mathematics - Brian Wichmann and David Wade
- – Mathematical Explanations and Mathematical Applications - Markus Pantsar
- Part VII. Mathematical Influences and New Directions
- – Introduction to Mathematical Influences and New Directions - K. G. Valente
- – Ethnomodelling as the Translation of Diverse Cultural Mathematical Practices - Milton Rosa and Daniel Clark Orey
- – Cognition, Interdisciplinarity, and Equity - Aditya P. Adiredja
- – Mathematics and Rhetoric - G. Mitchell Reyes
- – Modes and Modalities of Mathematical Authority: Disseminating the “New Infinite,” 1870-1920 - K. G. Valente
- – “Bok Bok”: Exploring the Game of Chicken in Film - Jennifer Firkins Nordstrom and Jessica K. Sklar
- – Moral Mathematics - Sarah Voss
- – Feminist Theories Informing Mathematical Practice - Linda McGuire
- – Queer(y)ing Mathematical Knowledge and Practices - K. G. Valente