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Yellow Sale 2021: Springer Mathematik


Yellow Sale 2021: Springer Mathematik

Englische Mathematikbücher zum Aktionspreis

Yellow Sale: Jetzt stark reduzierte Angebote bis zu 50% Rabatt auf englischsprachige Bücher der Mathematik.
Wir freuen uns, Ihnen dieses Jahr ausgewählte Mathematik-Bücher im Springer Yellow Sale bei TU-BOOKS anbieten zu können.


 
   - Number Theory
   - Probability Theory
   - Several Complex Variables and Analytic Spaces
 Abstract Harmonic Analysis
   -
   - Group Theory and Generalizations
   - Mathematical and Computational Engineering Applications
   - Solid Earth Sciences
 Actuarial Mathematics
   - Applications of Mathematics
   - Financial Services
   - Philosophy of Mathematics
   - Probability Theory
   - Statistical Theory and Methods
   - Statistics in Business, Management, Economics, Finance, Insurance
 Algebra
   - Analysis
   - Applications of Mathematics
   - Cryptology
   - Data Structures and Information Theory
   - Discrete Mathematics
   - Mathematical Applications in Computer Science
   - Number Theory
 Algebraic Geometry
   -
   - Algebra
   - Category Theory, Homological Algebra
   - Commutative Rings and Algebras
   - Differential Geometry
   - Geometry
   - Group Theory and Generalizations
   - K-Theory
   - Mathematical Methods in Physics
   - Number Theory
   - Several Complex Variables and Analytic Spaces
   - Topology
 Algebraic Topology
   - Algebra
   - Algebraic Geometry
   - Category Theory, Homological Algebra
   - Discrete Mathematics
   - Manifolds and Cell Complexes
   - Mathematics
 Algorithms
   - Topological Groups and Lie Groups
 Analysis
   -
   - Abstract Harmonic Analysis
   - Algebraic Geometry
   - Analysis
   - Applications of Mathematics
   - Calculus of Variations and Optimization
   - Civil Engineering
   - Classical and Continuum Physics
   - Classical Mechanics
   - Computer and Information Systems Applications
   - Difference and Functional Equations
   - Differential Equations
   - Differential Geometry
   - Dynamical Systems
   - Engineering Fluid Dynamics
   - Fourier Analysis
   - Functional Analysis
   - Integral Equations
   - Mathematical and Computational Biology
   - Mathematical Modeling and Industrial Mathematics
   - Numerical Analysis
   - Operator Theory
   - Physics and Astronomy
   - Potential Theory
   - Probability Theory
   - Real Functions
   - Sequences, Series, Summability
   - Solid Earth Sciences
   - Special Functions
   - Systems Theory, Control
   - Theoretical, Mathematical and Computational Physics
   - Thermodynamics
 Applications of Mathematics
   -
   - Actuarial Mathematics
   - Algebraic Geometry
   - Analysis
   - Applied Dynamical Systems
   - Civil Engineering
   - Classical and Continuum Physics
   - Classical Mechanics
   - Coding and Information Theory
   - Computer Engineering and Networks
   - Earth System Sciences
   - Engineering Mathematics
   - Finance
   - Fourier Analysis
   - Mathematical and Computational Biology
   - Mathematical and Computational Engineering Applications
   - Mathematical Methods in Physics
   - Mathematical Modeling and Industrial Mathematics
   - Mathematical Physics
   - Mathematics of Planet Earth
   - Numerical Analysis
   - Philosophy of Mathematics
   - Probability Theory
   - Quantum Physics
   - Statistical Theory and Methods
   - Statistics in Business, Management, Economics, Finance, Insurance
   - Theory of Computation
   - Topology
   - Wireless and Mobile Communication
 Approximations and Expansions
   - Calculus of Variations and Optimization
   - Functions of a Complex Variable
   - Sequences, Series, Summability
 Associative Rings and Algebras
   - Category Theory, Homological Algebra
   - Commutative Rings and Algebras
 Calculus of Variations and Optimization
   -
   - Algorithms
   - Analysis
   - Computational Mathematics and Numerical Analysis
   - Computer Communication Networks
   - Control and Systems Theory
   - Control, Robotics, Automation
   - Probability Theory
 Category Theory, Homological Algebra
   - Algebraic Topology
   - Commutative Rings and Algebras
   - K-Theory
   - Manifolds and Cell Complexes
   - Order, Lattices, Ordered Algebraic Structures
   - Topological Groups and Lie Groups
 Commutative Rings and Algebras
   -
   - Algebraic Geometry
 Complex Systems
   - Mathematical Modeling and Industrial Mathematics
 Computational Mathematics and Numerical Analysis
   -
   - Analysis
   - Applications of Mathematics
   - Digital and Analog Signal Processing
   - Linear Algebra
   - Mathematical and Computational Engineering Applications
   - Theoretical, Mathematical and Computational Physics
 Computational Science and Engineering
   - Analysis
   - Applications of Mathematics
   - Approximations and Expansions
   - Digital and Analog Signal Processing
   - Linear Algebra
   - Manifolds and Cell Complexes
   - Mathematical and Computational Engineering Applications
   - Mathematical Applications in Computer Science
   - Mathematical Modeling and Industrial Mathematics
   - Mathematics of Computing
   - Optimization
   - Programming Language
   - Programming Techniques
 Continuous Optimization
   - Operations Research and Decision Theory
 Convex and Discrete Geometry
   - Mathematical Methods in Physics
   - Polytopes
 Data and Information Visualization
   - Mathematical and Computational Biology
   - Topology
 Difference and Functional Equations
   - Abstract Harmonic Analysis
   - Approximations and Expansions
   - Operator Theory
 Differential Equations
   - Operator Theory
 Differential Geometry
   -
   - Algebraic Geometry
   - Analysis
   - Applications of Mathematics
   - Classical and Quantum Gravity
   - Convex and Discrete Geometry
   - Differential Equations
   - Diseases
   - Global Analysis and Analysis on Manifolds
   - Group Theory and Generalizations
   - Mathematical Applications in Computer Science
   - Mathematical Physics
   - Several Complex Variables and Analytic Spaces
   - Theoretical, Mathematical and Computational Physics
   - Topological Groups and Lie Groups
 Discrete Mathematics
   -
   - Calculus of Variations and Optimization
   - Coding and Information Theory
   - Field Theory and Polynomials
   - Graph Theory
   - Linear Algebra
   - Mathematical Applications in Computer Science
   - Mathematical Logic and Foundations
   - Number Theory
   - Special Functions
 Discrete Optimization
   - Operations Research and Decision Theory
 Diseases
   - Analysis
   - Approximations and Expansions
   - Sequences, Series, Summability
 Dynamical Systems
   -
   - Analysis
   - Calculus of Variations and Optimization
   - Classical Mechanics
   - Computational Mathematics and Numerical Analysis
   - Differential Geometry
   - Graph Theory
   - Group Theory and Generalizations
   - Mathematical Modeling and Industrial Mathematics
   - Measure and Integration
   - Nonlinear Optics
   - Operations Research and Decision Theory
   - Operator Theory
   - Theoretical, Mathematical and Computational Physics
   - Topology
 Field Theory and Polynomials
   - Algebraic Geometry
   - Approximations and Expansions
   - Functions of a Complex Variable
   - Group Theory and Generalizations
   - Number Theory
 Fourier Analysis
   - Abstract Harmonic Analysis
   - Functions of a Complex Variable
   - Mathematical Physics
   - Measure and Integration
   - Operator Theory
 Functional Analysis
   -
   - Abstract Harmonic Analysis
   - Analysis
   - Calculus of Variations and Optimization
   - Convex and Discrete Geometry
   - History of Mathematical Sciences
   - Measure and Integration
   - Operator Theory
   - Radiology
   - Real Functions
   - Statistical Theory and Methods
   - Topological Groups and Lie Groups
 Functions of a Complex Variable
   -
   - Analysis
   - Dynamical Systems
   - Field Theory and Polynomials
   - Potential Theory
   - Real Functions
   - Several Complex Variables and Analytic Spaces
 General Algebraic Systems
   - Category Theory, Homological Algebra
 General Mathematics
   - Discrete Mathematics
   - Mathematics in Popular Science
 Geometry
   - Algebraic Geometry
   - Computer Imaging, Vision, Pattern Recognition and Graphics
   - Convex and Discrete Geometry
   - Cultural History
   - Topology
 Global Analysis and Analysis on Manifolds
   -
   - Differential Geometry
   - Measure and Integration
   - Topological Groups and Lie Groups
 Graph Theory
   -
   - Discrete Mathematics
   - Fourier Analysis
   - Topology
 Group Theory and Generalizations
   - Algebra
   - Algebraic Topology
   - Associative Rings and Algebras
   - Category Theory, Homological Algebra
   - Differential Geometry
   - Discrete Mathematics
   - Discrete Mathematics in Computer Science
   - Functional Analysis
   - Probability Theory
 History of Mathematical Sciences
   -
   - Algebra
   - Astronomy, Cosmology and Space Sciences
   - Astronomy, Observations and Techniques
   - History of Science
   - Hyperbolic Geometry
   - Linear Algebra
   - Mathematical Logic and Foundations
   - Mathematics in the Humanities and Social Sciences
   - Number Theory
   - Philosophical Foundations of Physics and Astronomy
   - Proof Theory and Constructive Mathematics
 Hyperbolic Geometry
   - Abstract Harmonic Analysis
   - Convex and Discrete Geometry
 Integral Transforms and Operational Calculus
   - Fourier Analysis
 K-Theory
   - Algebraic Topology
   - Functional Analysis
   - Geometry
 Linear Algebra
   -
   - Algorithms
   - Analysis
   - Applications of Mathematics
   - Computational Science and Engineering
   - Global Analysis and Analysis on Manifolds
   - Numerical Analysis
   - Operator Theory
   - Quantum Physics
   - Systems Theory, Control
 Manifolds and Cell Complexes
   - Algebra
   - Algebraic Topology
   - Differential Geometry
   - Elementary Particles, Quantum Field Theory
   - Global Analysis and Analysis on Manifolds
   - Non-associative Rings and Algebras
 Mathematical and Computational Biology
   -
   - Analysis
   - Applications of Mathematics
   - Biomechanical Analysis and Modeling
   - Biophysics
   - Computational and Systems Biology
   - Dynamical Systems
   - Life Sciences
   - Mathematical Modeling and Industrial Mathematics
   - Mathematical Models of Cognitive Processes and Neural Networks
   - Probability Theory
   - Statistics in Life Sciences, Medicine, Health Sciences
 Mathematical Applications in Computer Science
   - Data Structures and Information Theory
   - Machine Learning
 Mathematical Logic and Foundations
   -
   - Analysis
   - Applications of Mathematics
   - Data and Information Visualization
   - Discrete Mathematics
   - Functional Analysis
   - Logic
   - Mathematical Logic and Foundations
   - Number Theory
 Mathematical Modeling and Industrial Mathematics
   - Analysis
   - Biomechanics
   - Complex Systems
   - Computational Intelligence
   - Computational Science and Engineering
   - Continuous Optimization
   - Engineering Fluid Dynamics
   - Fourier Analysis
   - Mathematical and Computational Biology
   - Mathematical Applications in Computer Science
   - Optimization
   - Solid Earth Sciences
 Mathematical Models of Cognitive Processes and Neural Networks
   - Mathematical and Computational Biology
   - Neuroscience
 Mathematical Physics
   -
   - Algorithms
   - Analysis
   - Applications of Mathematics
   - Category Theory, Homological Algebra
   - Classical and Quantum Gravity
   - Differential Geometry
   - Earth System Sciences
   - Mathematical Methods in Physics
   - Probability Theory
   - Quantum Computing
   - Quantum Physics
   - Theoretical, Mathematical and Computational Physics
   - Topology
 Mathematical Software
   - Theoretical, Mathematical and Computational Physics
 Mathematical Statistics
   - Probability Theory
 Mathematics
   -
   - Algebra
   - Analysis
   - Mathematics Education
   - Number Theory
 Mathematics in the Humanities and Social Sciences
   - Biotechnology
   - History of Mathematical Sciences
   - Philosophy of Mathematics
 Mathematics of Planet Earth
   - Applications of Mathematics
   - Computer Science
   - Epidemiology
   - Mathematical and Computational Biology
   - Mathematical Modeling and Industrial Mathematics
   - Philosophy of Mathematics
   - Probability Theory
 Measure and Integration
   -
   - Analysis
   - Calculus of Variations and Optimization
   - Functional Analysis
   - Operator Theory
   - Real Functions
 Non-associative Rings and Algebras
   - K-Theory
   - Mathematical Physics
 Number Theory
   -
   - Algebra
   - Algebraic Geometry
   - Analysis
   - Discrete Mathematics
   - Field Theory and Polynomials
   - Functions of a Complex Variable
   - Group Theory and Generalizations
   - History of Mathematical Sciences
   - Mathematical Applications in Computer Science
   - Topological Groups and Lie Groups
 Numerical Analysis
   -
   - Analysis
   - Computational Science and Engineering
   - Mathematical Applications in Computer Science
   - Special Functions
   - Theoretical Chemistry
 Operations Research, Management Science
   - Biotechnology
   - Calculus of Variations and Optimization
   - Convex and Discrete Geometry
   - Machine Learning
   - Operations Management
   - Operations Research and Decision Theory
   - Philosophy of Mathematics
   - Probability Theory
   - Statistics and Computing
   - Systems Theory, Control
 Operator Theory
   -
   - Analysis
   - Differential Equations
   - Dynamical Systems
   - Functional Analysis
   - Mathematical Physics
   - Numerical Analysis
 Optimization
   - Aerospace Technology and Astronautics
   - Algorithms
   - Computer Science
   - Industrial and Production Engineering
   - Machine Learning
   - Mathematical and Computational Engineering Applications
   - Mathematical Modeling and Industrial Mathematics
   - Numerical Analysis
   - Operations Management
   - Operations Research, Management Science
   - Theory of Computation
   - Transportation Technology and Traffic Engineering
 Philosophy of Mathematics
   - Communications Engineering, Networks
   - Mathematics in the Humanities and Social Sciences
   - Operations Research, Management Science
   - Probability Theory
   - Quantitative Economics
 Population Genetics
   - Applications of Mathematics
   - Mathematical and Computational Biology
   - Microbiology
 Potential Theory
   - Differential Geometry
   - Stochastic Processes
 Probability Theory
   -
   - Algorithms
   - Analysis
   - Applications of Mathematics
   - Calculus of Variations and Optimization
   - Classical Mechanics
   - Computational Mathematics and Numerical Analysis
   - Discrete Mathematics
   - Dynamical Systems
   - Engineering Mathematics
   - Epidemiology
   - Functional Analysis
   - Mathematical and Computational Biology
   - Mathematical and Computational Engineering Applications
   - Mathematical Methods in Physics
   - Mathematical Modeling and Industrial Mathematics
   - Mathematical Physics
   - Measure and Integration
   - Numerical Analysis
   - Operations Research and Decision Theory
   - Operations Research, Management Science
   - Operator Theory
   - Philosophy of Mathematics
   - Statistical Theory and Methods
   - Statistics in Business, Management, Economics, Finance, Insurance
   - Statistics in Engineering, Physics, Computer Science, Chemistry and Earth Sciences
   - Theoretical, Mathematical and Computational Physics
 Projective Geometry
   - Algebraic Geometry
 Proof Theory and Constructive Mathematics
   - Algebra
   - Philosophy of Mathematics
 Real Functions
   -
   - Functional Analysis
   - General Algebraic Systems
   - Geometry
   - Linear Algebra
   - Sequences, Series, Summability
 Sequences, Series, Summability
   - Fourier Analysis
   - Special Functions
 Several Complex Variables and Analytic Spaces
   - Algebraic Geometry
   - Analysis
 Special Functions
   - Applications of Mathematics
 Systems Theory, Control
   - Analysis
   - Applications of Mathematics
   - Civil Engineering
   - Computational Science and Engineering
   - Control and Systems Theory
   - Control, Robotics, Automation
   - Mathematics of Planet Earth
 Topological Groups and Lie Groups
   -
   - Abstract Harmonic Analysis
   - Associative Rings and Algebras
   - Dynamical Systems
   - Non-associative Rings and Algebras
   - Potential Theory
 Topology
   - Algebraic Topology
   - Analysis
   - Geometry
   - Group Theory and Generalizations
   - Polymers
A Mathematical Approach to Protein Biophysics : 978-3-319-66031-8
L. Ridgway Scott; Ariel Fernández

A Mathematical Approach to Protein Biophysics

Springer International Publishing
Seiten XI, 290 p. 110 illus., 27 illus. in color.
Erscheinungsjahr 2017
ISBN 978-3-319-66031-8
       9783319660318
 (Hardcover)
Regulärer Preis (Yellow Sale expired)
117,69 €
(inkl. 7% Mwst)
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Mathematical and Computational Biology / Biophysics
 

Information

This book explores quantitative aspects of protein biophysics and attempts to delineate certain rules of molecular behavior that make atomic scale objects behave in a digital way. This book will help readers to understand how certain biological syst

Inhaltsangaben

Understanding Proteins as Digital Widgets.- Digital Rules for Proteins.- Electrostatic Forces.- Protein Basics.- Protein Structure.- Hydrogen Bonds.- Composition of Protein-Protein Interfaces.- Wrapping Electrostatic Bonds.- Stickiness of Dehydrons.-
A Mathematical Approach to Protein Biophysics : 978-3-319-88158-4
L. Ridgway Scott; Ariel Fernández

A Mathematical Approach to Protein Biophysics

Springer International Publishing
Seiten XI, 290 p. 110 illus., 27 illus. in color.
Erscheinungsjahr 2017
ISBN 978-3-319-88158-4
       9783319881584
 (Softcover)
Regulärer Preis (Yellow Sale expired)
85,59 €
(inkl. 7% Mwst)
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Mathematical and Computational Biology / Biophysics
 

Information

This book explores quantitative aspects of protein biophysics and attempts to delineate certain rules of molecular behavior that make atomic scale objects behave in a digital way. This book will help readers to understand how certain biological syst

Inhaltsangaben

Understanding Proteins as Digital Widgets.- Digital Rules for Proteins.- Electrostatic Forces.- Protein Basics.- Protein Structure.- Hydrogen Bonds.- Composition of Protein-Protein Interfaces.- Wrapping Electrostatic Bonds.- Stickiness of Dehydrons.-
Advanced Mathematical Methods in Biosciences and Applications : 978-3-030-15714-2
Faina Berezovskaya; Bourama Toni

Advanced Mathematical Methods in Biosciences and Applications

Springer International Publishing
Seiten XII, 264 p. 108 illus., 63 illus. in color.
Erscheinungsjahr 2019
ISBN 978-3-030-15714-2
       9783030157142
 (Hardcover)
Regulärer Preis (Yellow Sale expired)
106,99 €
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Mathematical and Computational Biology /
 

Information

Featuring contributions from experts in mathematical biology and biomedical research, this edited volume covers a diverse set of topics on mathematical methods and applications in the biosciences. Topics focus on advanced mathematical methods, with c

Inhaltsangaben

Preface.- Berezovskaya F. and Karev G.: Arnold’s Weak Resonance Equation as a model of Greek ornamental designs.- Bratus A., Novozhilov A. and Semenov, Y.: Rigorous mathematical analysis of the quasispecies model: From Manfred Eigen to recent devel
Advanced Mathematical Methods in Biosciences and Applications : 978-3-030-15717-3
Faina Berezovskaya; Bourama Toni

Advanced Mathematical Methods in Biosciences and Applications

Springer International Publishing
Seiten XII, 264 p. 108 illus., 63 illus. in color.
Erscheinungsjahr 2019
ISBN 978-3-030-15717-3
       9783030157173
 (Softcover)
Regulärer Preis (Yellow Sale expired)
74,89 €
(inkl. 7% Mwst)
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Mathematical and Computational Biology /
 

Information

Featuring contributions from experts in mathematical biology and biomedical research, this edited volume covers a diverse set of topics on mathematical methods and applications in the biosciences. Topics focus on advanced mathematical methods, with c

Inhaltsangaben

Preface.- Berezovskaya F. and Karev G.: Arnold’s Weak Resonance Equation as a model of Greek ornamental designs.- Bratus A., Novozhilov A. and Semenov, Y.: Rigorous mathematical analysis of the quasispecies model: From Manfred Eigen to recent devel
Age Structured Epidemic Modeling : 978-3-030-42495-4
Xue-Zhi Li; Junyuan Yang; Maia Martcheva

Age Structured Epidemic Modeling

Springer International Publishing
Seiten XII, 383 p. 26 illus., 25 illus. in color.
Erscheinungsjahr 2020
ISBN 978-3-030-42495-4
       9783030424954
 (Hardcover)
Regulärer Preis (Yellow Sale expired)
106,99 €
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Mathematical and Computational Biology / Mathematical Modeling and Industrial Mathematics
 

Information

This book introduces advanced mathematical methods and techniques for analysis and simulation of models in mathematical epidemiology. Chronological age and class-age play an important role in the description of infectious diseases and this text provi

Inhaltsangaben

Linear Age-Structured Population Models as a Base of Age-structured Epidemic Models.- Age-Structured Epidemic Models.- Nested immuno-epidemiological models.- Age-since-infection structured models based on game theory.- Age structure models on complex
Branching Processes in Biology : 978-1-4939-1558-3
Marek Kimmel; David E. Axelrod

Branching Processes in Biology

Springer New York
Seiten XX, 280 p. 69 illus., 3 illus. in color.
Erscheinungsjahr 2015
ISBN 978-1-4939-1558-3
       9781493915583
 (Hardcover)
Regulärer Preis (Yellow Sale expired)
69,54 €
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Mathematical and Computational Biology / Statistics in Life Sciences, Medicine, Health Sciences
 

Information

This book provides a theoretical background of branching processes and discusses their biological applications. Branching processes are a well-developed and powerful set of tools in the field of applied probability. The range of applications consider

Inhaltsangaben

Motivating Examples and Other Preliminaries.- Biological Background.- The Galton-Watson Process.- The Age-Dependent Process: Markov Case.- The Bellman-Harris Process.- Multitype Processes.- Branching Processes with Infinitely Many Types.- Genealogies
Branching Processes in Biology : 978-1-4939-3819-3
Marek Kimmel; David E. Axelrod

Branching Processes in Biology

Springer New York
Seiten XX, 280 p. 69 illus., 3 illus. in color.
Erscheinungsjahr 2015
ISBN 978-1-4939-3819-3
       9781493938193
 (Softcover)
Regulärer Preis (Yellow Sale expired)
64,19 €
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Mathematical and Computational Biology / Statistics in Life Sciences, Medicine, Health Sciences
 

Information

This book provides a theoretical background of branching processes and discusses their biological applications. Branching processes are a well-developed and powerful set of tools in the field of applied probability. The range of applications consider

Inhaltsangaben

Motivating Examples and Other Preliminaries.- Biological Background.- The Galton-Watson Process.- The Age-Dependent Process: Markov Case.- The Bellman-Harris Process.- Multitype Processes.- Branching Processes with Infinitely Many Types.- Genealogies
Cellular Automaton Modeling of Biological Pattern Formation : 978-1-4899-7978-0
Andreas Deutsch; Sabine Dormann

Cellular Automaton Modeling of Biological Pattern Formation

Characterization, Examples, and Analysis
Birkhäuser Boston
Seiten XXII, 464 p. 174 illus., 80 illus. in color.
Erscheinungsjahr 2017
ISBN 978-1-4899-7978-0
       9781489979780
 (Hardcover)
Regulärer Preis (Yellow Sale expired)
71,68 €
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Mathematical and Computational Biology / Mathematical Modeling and Industrial Mathematics
 

Information

This text explores the use of cellular automata in modeling pattern formation in biological systems. It describes several mathematical modeling approaches utilizing cellular automata that can be used to study the dynamics of interacting cell systems

Inhaltsangaben

Introduction and Outline.- On the Origin of Patterns.- Modeling Biological Pattern Formation.- Cellular Automata.- Random Movement.- Cell Migration.- Adhesive Cell Interaction.- Alignment and Cellular Swarming.- Growth Processes.- Pigment Cell Patter
Data-driven Modelling of Structured Populations : 978-3-319-28891-8
Stephen P. Ellner; Dylan Z. Childs; Mark Rees

Data-driven Modelling of Structured Populations

A Practical Guide to the Integral Projection Model
Springer International Publishing
Seiten XIII, 329 p. 67 illus., 29 illus. in color.
Erscheinungsjahr 2016
ISBN 978-3-319-28891-8
       9783319288918
 (Softcover)
Regulärer Preis (Yellow Sale expired)
59,92 €
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Mathematical and Computational Biology / Computational and Systems Biology
 

Information

This book is a “How To” guide for modeling population dynamics using Integral Projection Models (IPM) starting from observational data. It is written by a leading research team in this area and includes code in the R language (in the text and onl

Inhaltsangaben

Introduction.- Simple Deterministic IPM.- Basic Analysis 1: Demographic Measures and Events in the Life Cycle.- Basic Analysis 2: Prospective Perturbation Analysis.- Density Dependence.- General Deterministic IPM.- Environmental Stochasticity.- Spati
Elements of Neurogeometry : 978-3-319-65589-5
Jean Petitot

Elements of Neurogeometry

Functional Architectures of Vision
Springer International Publishing
Seiten XV, 379 p. 257 illus., 186 illus. in color.
Erscheinungsjahr 2017
ISBN 978-3-319-65589-5
       9783319655895
 (Hardcover)
Regulärer Preis (Yellow Sale expired)
117,69 €
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Mathematical and Computational Biology / Mathematical Models of Cognitive Processes and Neural Networks
 

Information

This book describes several mathematical models of the primary visual cortex, referring them to a vast ensemble of experimental data and putting forward an original geometrical model for its functional architecture, that is, the highly specific organ

Inhaltsangaben

Preface.- Introdcution.- Receptive Fields and Profiles, and Wavelet Analysis.- Pinwheels of V1  Horizontal Connections and Contact Structure.-Transition to Volume II.-  References.
Elements of Neurogeometry : 978-3-319-88063-1
Jean Petitot

Elements of Neurogeometry

Functional Architectures of Vision
Springer International Publishing
Seiten XV, 379 p. 257 illus., 186 illus. in color.
Erscheinungsjahr 2017
ISBN 978-3-319-88063-1
       9783319880631
 (Softcover)
Regulärer Preis (Yellow Sale expired)
117,69 €
(inkl. 7% Mwst)
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Fachgebiet

Mathematical and Computational Biology / Mathematical Models of Cognitive Processes and Neural Networks
 

Information

This book describes several mathematical models of the primary visual cortex, referring them to a vast ensemble of experimental data and putting forward an original geometrical model for its functional architecture, that is, the highly specific organ

Inhaltsangaben

Preface.- Introdcution.- Receptive Fields and Profiles, and Wavelet Analysis.- Pinwheels of V1  Horizontal Connections and Contact Structure.-Transition to Volume II.-  References.
Group Chase and Escape : 978-981-15-1730-3
Atsushi Kamimura; Toru Ohira

Group Chase and Escape

Fusion of Pursuits-Escapes and Collective Motions
Springer Singapore
Seiten XII, 119 p. 1 illus.
Erscheinungsjahr 2019
ISBN 978-981-15-1730-3
       9789811517303
 (Hardcover)
Regulärer Preis (Yellow Sale expired)
85,59 €
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Mathematical and Computational Biology / Analysis
 

Information

This book presents a unique fusion of two different research topics. One is related to the traditional mathematical problem of chases and escapes. The problem mainly deals with a situation where a chaser pursues an evader to analyze their trajectorie

Inhaltsangaben

Introduction.- Chases and Escapes.- Collective Motion.- Group Chase and Escape.- Potential Applications and Challenges.- Discrete Search Game on Graphs.- Chase and Escape with Delays.- Virtual Stick Balancing.- Minority Games.
Introduction to Mathematical Biology : 978-3-319-29636-4
Ching Shan Chou; Avner Friedman

Introduction to Mathematical Biology

Modeling, Analysis, and Simulations
Springer International Publishing
Seiten VII, 172 p. 49 illus., 38 illus. in color.
Erscheinungsjahr 2016
ISBN 978-3-319-29636-4
       9783319296364
 (Hardcover)
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Mathematical and Computational Biology / Applications of Mathematics
 

Information

This book is based on a one semester course that the authors have been teaching for several years, and includes two sets of case studies. The first includes chemostat models, predator-prey interaction, competition among species, the spread of infect

Inhaltsangaben

Introduction.- Bacterial Growth in Chemostat.- System of Two Linear Differential Equations.- System of Two Differential Equations.- Predator-Prey Models.- Two Competing Populations.- General Systems of Differential Equations.- The Chemostat Model Rev
Introduction to Mathematical Biology : 978-3-319-80614-3
Ching Shan Chou; Avner Friedman

Introduction to Mathematical Biology

Modeling, Analysis, and Simulations
Springer International Publishing
Seiten VII, 172 p. 49 illus., 38 illus. in color.
Erscheinungsjahr 2016
ISBN 978-3-319-80614-3
       9783319806143
 (Softcover)
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Mathematical and Computational Biology / Applications of Mathematics
 

Information

This book is based on a one semester course that the authors have been teaching for several years, and includes two sets of case studies. The first includes chemostat models, predator-prey interaction, competition among species, the spread of infect

Inhaltsangaben

Introduction.- Bacterial Growth in Chemostat.- System of Two Linear Differential Equations.- System of Two Differential Equations.- Predator-Prey Models.- Two Competing Populations.- General Systems of Differential Equations.- The Chemostat Model Rev
Mathematical Modeling of Biological Processes : 978-3-319-08313-1
Avner Friedman; Chiu-Yen Kao

Mathematical Modeling of Biological Processes

Springer International Publishing
Seiten VI, 154 p. 32 illus., 17 illus. in color.
Erscheinungsjahr 2014
ISBN 978-3-319-08313-1
       9783319083131
 (Softcover)
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Mathematical and Computational Biology / Biophysics
 

Information

This book on mathematical modeling of biological processes includes a wide selection of biological topics that demonstrate the power of mathematics and computational codes in setting up biological processes with a rigorous and predictive framework.

Inhaltsangaben

Introduction.- Chemical Kinetics and Enzyme Dynamics.- Ordinary Differential Equations.- Epidemiology of Infectious Diseases.- Chemostats and Competition Among Species.- Bifurcation Theory.- Neuronal Oscillations.- Conservation Laws.- Neurofilaments
Mathematical Models in Epidemiology : 978-1-4939-9826-5
Fred Brauer; Carlos Castillo-Chavez; Zhilan Feng

Mathematical Models in Epidemiology

Springer New York
Seiten XVIII, 619 p. 121 illus., 67 illus. in color.
Erscheinungsjahr 2019
ISBN 978-1-4939-9826-5
       9781493998265
 (Hardcover)
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Mathematical and Computational Biology / Probability Theory
 

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The book is a comprehensive, self-contained introduction to the mathematical modeling and analysis of disease transmission models. It includes (i) an introduction to the main concepts of compartmental models including models with heterogeneous mixing

Inhaltsangaben

Introduction; A prelude to mathematical epidemiology.- Simple compartmental models for disease transmission.- Endemic disease models.- Epidemic models.- Models with heterogeneous mixing.- Models for diseases transmitted by vectors.- models for tuberc
Mathematics for the Life Sciences : 978-1-4614-7275-9
Glenn Ledder

Mathematics for the Life Sciences

Calculus, Modeling, Probability, and Dynamical Systems
Springer New York
Seiten XX, 431 p. 109 illus.
Erscheinungsjahr 2013
ISBN 978-1-4614-7275-9
       9781461472759
 (Hardcover)
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64,19 €
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Mathematical and Computational Biology / Life Sciences
 

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​ ​​ Mathematics for the Life Sciences provides present and future biologists with the mathematical concepts and tools needed to understand and use mathematical models and read advanced mathematical biology books. It presents mathematics in

Inhaltsangaben

A Brief Summary of Calculus.- Mathematical Modeling.- Probability Distributions.- Working with Probability.- Dynamics of Single Populations.- Discrete Dynamical Systems.- Continuous Dynamical Systems.​- Index.
Mathematics for the Life Sciences : 978-1-4939-4452-1
Glenn Ledder

Mathematics for the Life Sciences

Calculus, Modeling, Probability, and Dynamical Systems
Springer New York
Seiten XX, 431 p. 109 illus.
Erscheinungsjahr 2013
ISBN 978-1-4939-4452-1
       9781493944521
 (Softcover)
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Mathematical and Computational Biology / Life Sciences
 

Information

​ ​​ Mathematics for the Life Sciences provides present and future biologists with the mathematical concepts and tools needed to understand and use mathematical models and read advanced mathematical biology books. It presents mathematics in

Inhaltsangaben

A Brief Summary of Calculus.- Mathematical Modeling.- Probability Distributions.- Working with Probability.- Dynamics of Single Populations.- Discrete Dynamical Systems.- Continuous Dynamical Systems.​- Index.
Mathematics of Epidemics on Networks : 978-3-319-50804-7
István Z. Kiss; Joel C. Miller; Péter L. Simon

Mathematics of Epidemics on Networks

From Exact to Approximate Models
Springer International Publishing
Seiten XVIII, 413 p. 130 illus., 89 illus. in color.
Erscheinungsjahr 2017
ISBN 978-3-319-50804-7
       9783319508047
 (Hardcover)
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Mathematical and Computational Biology / Dynamical Systems
 

Information

This textbook provides an exciting new addition to the area of network science featuring a stronger and more methodical link of models to their mathematical origin and explains how these relate to each other with special focus on epidemic spread on n

Inhaltsangaben

Preface.- ​Introduction to Networks and Diseases.- Exact Propagation Models: Top Down.- Exact Propagation Models: Bottom-Up.- Mean-Field Approximations for Heterogeneous Networks.- Percolation-Based Approaches for Disease Modelling.- Hierarchies of
Mathematics of Epidemics on Networks : 978-3-319-84494-7
István Z. Kiss; Joel C. Miller; Péter L. Simon

Mathematics of Epidemics on Networks

From Exact to Approximate Models
Springer International Publishing
Seiten XVIII, 413 p. 130 illus., 89 illus. in color.
Erscheinungsjahr 2017
ISBN 978-3-319-84494-7
       9783319844947
 (Softcover)
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60,98 €
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Mathematical and Computational Biology / Dynamical Systems
 

Information

This textbook provides an exciting new addition to the area of network science featuring a stronger and more methodical link of models to their mathematical origin and explains how these relate to each other with special focus on epidemic spread on n

Inhaltsangaben

Preface.- ​Introduction to Networks and Diseases.- Exact Propagation Models: Top Down.- Exact Propagation Models: Bottom-Up.- Mean-Field Approximations for Heterogeneous Networks.- Percolation-Based Approaches for Disease Modelling.- Hierarchies of
Stochastic Analysis of Biochemical Systems : 978-3-319-16894-4
David F. Anderson; Thomas G. Kurtz

Stochastic Analysis of Biochemical Systems

Springer International Publishing
Seiten X, 84 p. 4 illus.
Erscheinungsjahr 2015
ISBN 978-3-319-16894-4
       9783319168944
 (Softcover)
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Mathematical and Computational Biology / Probability Theory
 

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This book focuses on counting processes and continuous-time Markov chains motivated by examples and applications drawn from chemical networks in systems biology. The book should serve well as a supplement for courses in probability and stochastic pro

Inhaltsangaben

​Infinitesimal specification of continuous time Markov chains.- Models of biochemical reaction systems.-Stationary distributions of stochastically modeled reaction systems.- Analytic approaches to model simplification and approximation.-Numerical
The Mathematics and Mechanics of Biological Growth : 978-0-387-87709-9
Alain Goriely

The Mathematics and Mechanics of Biological Growth

Springer New York
Seiten XXII, 646 p. 341 illus.
Erscheinungsjahr 2017
ISBN 978-0-387-87709-9
       9780387877099
 (Hardcover)
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Mathematical and Computational Biology / Biophysics
 

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This monograph presents a general mathematical theory for biological growth. It provides both a conceptual and a technical foundation for the understanding and analysis of problems arising in biology and physiology. The theory and methods are illustr

Inhaltsangaben

Basic aspects of growth.- Mechanics and growth.- Discrete computational models.- Growing on a line.- Elastic rods.- Morphoelastic rods.- Accretive growth.- Membranes and shells.- Growing membranes.- Morphoelastic plates.- Nonlinear elasticity.- The k
The Mathematics and Mechanics of Biological Growth : 978-1-4939-7911-0
Alain Goriely

The Mathematics and Mechanics of Biological Growth

Springer New York
Seiten XXII, 646 p. 341 illus.
Erscheinungsjahr 2017
ISBN 978-1-4939-7911-0
       9781493979110
 (Softcover)
Regulärer Preis (Yellow Sale expired)
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Mathematical and Computational Biology / Biophysics
 

Information

This monograph presents a general mathematical theory for biological growth. It provides both a conceptual and a technical foundation for the understanding and analysis of problems arising in biology and physiology. The theory and methods are illustr

Inhaltsangaben

Basic aspects of growth.- Mechanics and growth.- Discrete computational models.- Growing on a line.- Elastic rods.- Morphoelastic rods.- Accretive growth.- Membranes and shells.- Growing membranes.- Morphoelastic plates.- Nonlinear elasticity.- The k
The Mathematics of Mechanobiology : 978-3-030-45196-7
Antonio DeSimone; Benoît Perthame; Alfio Quarteroni; Lev Truskinovsky; Davide Ambrosi; Pasquale Ciarletta

The Mathematics of Mechanobiology

Cetraro, Italy 2018
Springer International Publishing
Seiten IX, 210 p. 108 illus., 61 illus. in color.
Erscheinungsjahr 2020
ISBN 978-3-030-45196-7
       9783030451967
 (Softcover)
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Mathematical and Computational Biology / Biomechanical Analysis and Modeling
 

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This book presents the state of the art in mathematical research on modelling the mechanics of biological systems – a science at the intersection between biology, mechanics and mathematics known as mechanobiology. The book gathers comprehensive sur

Inhaltsangaben

- Cell Motility and Locomotion by Shape Control. - Models of Cell Motion and Tissue Growth. - Segregated Algorithms for the Numerical Simulation of Cardiac Electromechanics in the Left Human Ventricle. - Power-Stroke-DrivenMuscle Contraction.
Topics in Mathematical Biology : 978-3-319-65620-5
Karl Peter Hadeler

Topics in Mathematical Biology

Springer International Publishing
Seiten XIV, 353 p. 28 illus., 2 illus. in color.
Erscheinungsjahr 2017
ISBN 978-3-319-65620-5
       9783319656205
 (Softcover)
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117,69 €
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Mathematical and Computational Biology /
 

Information

This book analyzes the impact of quiescent phases on biological models. Quiescence arises, for example, when moving individuals stop moving, hunting predators take a rest, infected individuals are isolated, or cells enter the quiescent compartment o

Inhaltsangaben

Preface.- 1.Coupling and quiescence.- 2.Delay and age.- 3.Lotka-Volterra and replicator systems.- 4.Ecology.- 5.Homogeneous systems.- 6.Epidemic models.- 7.Coupled movements.- 8.Traveling fronts.- Index.

Yellow Sale 2021: Springer Mathematik >> Mathematik > Mathematical and Computational Biology

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