2015, ISBN 0691161143, xii, 226

... of mathematics, including number theory, geometry, chaos theory, numerical analysis, and mathematical physics...

Sequences (Mathematics) | Mathematics | Mathematical analysis | Combinatorial analysis | General | Counting & Numeration | Number Theory | Number Systems | Miscellanea

Sequences (Mathematics) | Mathematics | Mathematical analysis | Combinatorial analysis | General | Counting & Numeration | Number Theory | Number Systems | Miscellanea

Book

2009, ISBN 9789812775825, xlix, 694

Book

2012, Annals of mathematics studies, ISBN 0691153310, Volume 180, vi, 203

Convolution and Equidistribution explores an important aspect of number theory--the theory of exponential sums over finite fields and their Mellin...

Sequences (Mathematics) | Convolutions (Mathematics) | Mellin transform | Mathematics | Statistics

Sequences (Mathematics) | Convolutions (Mathematics) | Mellin transform | Mathematics | Statistics

Book

2007, 1st ed., Wiley series in probability and statistics, ISBN 047134771X, Volume 355, xviii, 353

Uniquely combining theory, application, and computing, this book explores the spectral approach to time series analysis The use of periodically correlated (or...

Sequences (Mathematics) | Correlation (Statistics) | Stochastic processes | Spectral theory (Mathematics) | Statistics Special Topics | MATHEMATICS / Probability & Statistics / General

Sequences (Mathematics) | Correlation (Statistics) | Stochastic processes | Spectral theory (Mathematics) | Statistics Special Topics | MATHEMATICS / Probability & Statistics / General

Book

The Fibonacci quarterly, ISSN 0015-0517

Journal

2020, ISBN 3030375293, 179

eBook

8.
Finding Fibonacci

: the quest to rediscover the forgotten mathematical genius who changed the world

2017, ISBN 9780691174860, vi, 241 pages

In 2000, Keith Devlin set out to research the life and legacy of the medieval mathematician Leonardo of Pisa, popularly known as Fibonacci, whose book Liber...

Mathematics, Medieval | Fibonacci, Leonardo, approximately 1170-approximately 1240 | Mathematics | History | Fibonacci numbers | Arithmetic | Mathematicians

Mathematics, Medieval | Fibonacci, Leonardo, approximately 1170-approximately 1240 | Mathematics | History | Fibonacci numbers | Arithmetic | Mathematicians

Book

2009, ISBN 9780195334548, xiv, 422

Fibonacci and Lucas sequences are “two shining stars in the vast array of integer sequences,” and because of their ubiquitousness, tendency to appear in quite...

Catalan numbers (Mathematics) | Combinatorics and Graph Theory | Euler's triangulation problem | Pascal's triangle | Pascal's identity | Lucas numbers | Catalan sequence | Parenthesization problem | Catalan numbers | Martin gardner | Fibonacci numbers

Catalan numbers (Mathematics) | Combinatorics and Graph Theory | Euler's triangulation problem | Pascal's triangle | Pascal's identity | Lucas numbers | Catalan sequence | Parenthesization problem | Catalan numbers | Martin gardner | Fibonacci numbers

Book

2005, ISBN 038725529X, xiv, 437

In the spring of 1976, George Andrews of Pennsylvania State University found "Ramanujan's lost notebook." Its discovery has frequently been deemed the...

Mathematics | Ramanujan Aiyangar, Srinivasa | q-series | 1887-1920 | Algebraic Geometry | Mathematics and Statistics | Special Functions | Sequences, Series, Summability

Mathematics | Ramanujan Aiyangar, Srinivasa | q-series | 1887-1920 | Algebraic Geometry | Mathematics and Statistics | Special Functions | Sequences, Series, Summability

Book

2006, ISBN 9780821835807, viii, 302

Book

Journal of computational biology, ISSN 1066-5277, 1994

Journal

Science (American Association for the Advancement of Science), ISSN 0036-8075, 2/2004, Volume 303, Issue 5659, pp. 790 - 793

.... Mathematics has been less intrusive in the life sciences, possibly because they have until recently been largely descriptive, lacking the invariance principles and fundamental natural constants of physics...

Population ecology | Ecological modeling | Mathematical sequences | Genetic inheritance | Mathematics | Biology | Mathematical models | Ecology | Statistics | Physics | Viewpoints | Science & Technology - Other Topics | Multidisciplinary Sciences | Science & Technology | Genetics, Population | Creutzfeldt-Jakob Syndrome - prevention & control | HIV Infections - epidemiology | Humans | Allergy and Immunology | Computational Biology | Statistics as Topic | Models, Statistical | Biological Evolution | HIV Infections - immunology | Biological Science Disciplines | Models, Biological | Computer Simulation | HIV Infections - transmission | Nonlinear Dynamics | Evaluation | Usage | Models | Population genetics | Computational biology | Index Medicus

Population ecology | Ecological modeling | Mathematical sequences | Genetic inheritance | Mathematics | Biology | Mathematical models | Ecology | Statistics | Physics | Viewpoints | Science & Technology - Other Topics | Multidisciplinary Sciences | Science & Technology | Genetics, Population | Creutzfeldt-Jakob Syndrome - prevention & control | HIV Infections - epidemiology | Humans | Allergy and Immunology | Computational Biology | Statistics as Topic | Models, Statistical | Biological Evolution | HIV Infections - immunology | Biological Science Disciplines | Models, Biological | Computer Simulation | HIV Infections - transmission | Nonlinear Dynamics | Evaluation | Usage | Models | Population genetics | Computational biology | Index Medicus

Journal Article

2003, ISBN 0691114293, xxii, 360

.... Examining such readily observable phenomena, this book introduces readers to the beauty of nature as revealed by mathematics and the beauty of mathematics as revealed...

Mathematical models | Mathematics in nature | Biological systems

Mathematical models | Mathematics in nature | Biological systems

Book

Educational technology & society, ISSN 1176-3647, 4/2017, Volume 20, Issue 2, pp. 74 - 88

The aim of this study was to evaluate the implementation of the cooperative learning model supported with dynamic mathematics software (DMS...

Learning | Mathematical sequences | Computer software | Quadratic functions | Cooperative learning | Mathematical models | Mathematical functions | Mathematics education | Full Length Articles | Educational environment | College mathematics | Education & Educational Research | Social Sciences | Mathematics Instruction | Constructivism (Learning) | Cooperative Learning | Computer Software | Student Attitudes | Foreign Countries | Worksheets | Pretests Posttests | Knowledge Level | Mathematics Tests | Educational Technology | Questionnaires | High School Students | Technology Uses in Education | Qualitative Research | Statistical Analysis | Technology application | Group work in education | Curricula | Study and teaching | Mathematics | Research | Team learning approach in education | High schools | Methods | Functions (mathematics) | Quadratic equations | Sequences | Data acquisition | Learning theory | Teaching | Students | Mathematical analysis | Qualitative analysis | Software

Learning | Mathematical sequences | Computer software | Quadratic functions | Cooperative learning | Mathematical models | Mathematical functions | Mathematics education | Full Length Articles | Educational environment | College mathematics | Education & Educational Research | Social Sciences | Mathematics Instruction | Constructivism (Learning) | Cooperative Learning | Computer Software | Student Attitudes | Foreign Countries | Worksheets | Pretests Posttests | Knowledge Level | Mathematics Tests | Educational Technology | Questionnaires | High School Students | Technology Uses in Education | Qualitative Research | Statistical Analysis | Technology application | Group work in education | Curricula | Study and teaching | Mathematics | Research | Team learning approach in education | High schools | Methods | Functions (mathematics) | Quadratic equations | Sequences | Data acquisition | Learning theory | Teaching | Students | Mathematical analysis | Qualitative analysis | Software

Journal Article

2012, 1st ed., ISBN 9780470631577, 382

Discover the properties and real-world applications of the Fibonacci and the Catalan numbers
With clear explanations and easy-to-follow examples, Fibonacci and...

MATHEMATICS | Catalan numbers (Mathematics) | Combinatorics | Recurrent sequences (Mathematics) | Fibonacci numbers | Combinatorial analysis | Math

MATHEMATICS | Catalan numbers (Mathematics) | Combinatorics | Recurrent sequences (Mathematics) | Fibonacci numbers | Combinatorial analysis | Math

eBook

2005, ISBN 9780387219783, xix, 211

He [Kronecker] was, in fact, attempting to describe and to initiate a new branch of mathematics, which would contain both number theory and alge...

Constructive mathematics

Constructive mathematics

Book

2002, Cambridge studies in mathematical biology, ISBN 9780521585262, Volume 17, x, 139

.... This short textbook on the mathematics of genome analysis presents a brief description of several ways in which mathematics and statistics are being used in genome analysis and sequencing...

Genetics | Mathematical models | Statistical methods | Gene mapping

Genetics | Mathematical models | Statistical methods | Gene mapping

Book

2010, ISBN 0521191599, xvii, 600

"This book is a comprehensive treatment of contemporary quasi-Monte Carlo methods, digital nets and sequences, and discrepancy theory which starts from scratch...

Sequences (Mathematics) | Monte Carlo method | Numerical integration | Nets (Mathematics) | Digital filters (Mathematics)

Sequences (Mathematics) | Monte Carlo method | Numerical integration | Nets (Mathematics) | Digital filters (Mathematics)

Book

No results were found for your search.

Cannot display more than 1000 results, please narrow the terms of your search.