Applied mathematics

Bringing the concepts of dimensional analysis, self-similarity, and fractal dimensions together in a logical and self-contained manner, this book reveals the close links between modern theoretical physics and applied mathematics.

Bringing the concepts of dimensional analysis, self-similarity, and fractal dimensions together in a logical and self-contained manner, this book reveals the close links between modern theoretical physics and applied mathematics.

Stochastic Numerical Methods introduces at Master level the numerical methods that use probability or stochastic concepts to analyze random processes.

Stochastic Numerical Methods introduces at Master level the numerical methods that use probability or stochastic concepts to analyze random processes.

Since modeling multiscale phenomena in systems biology and neuroscience is a highly interdisciplinarytask, the editor of the book invited experts in bio-engineering, chemistry, cardiology, neuroscience,computer science, and applied mathematics, to provide their perspectives.

Since modeling multiscale phenomena in systems biology and neuroscience is a highly interdisciplinarytask, the editor of the book invited experts in bio-engineering, chemistry, cardiology, neuroscience,computer science, and applied mathematics, to provide their perspectives.

This ready reference discusses different methods for statistically analyzing and validating data created with high-throughput methods.

This ready reference discusses different methods for statistically analyzing and validating data created with high-throughput methods.

This practical guide covers the essential tasks in statistical data analysis encountered in high energy physics and provides comprehensive advice for typical questions and problems.

In this comprehensive monograph, the authors apply modern mathematical methods to the study of mechanical and physical phenomena or techniques in acoustics, optics, and electrostatics, where classical mathematical tools fail.

In this comprehensive monograph, the authors apply modern mathematical methods to the study of mechanical and physical phenomena or techniques in acoustics, optics, and electrostatics, where classical mathematical tools fail.

This practical guide covers the essential tasks in statistical data analysis encountered in high energy physics and provides comprehensive advice for typical questions and problems.

Mathematical Analysis of Evolution, Information, and Complexity deals with the analysis of evolution, information and complexity.

Without sacrificing scientific strictness, this introduction to the field guides readers through mathematical modeling, the theoretical treatment of the underlying physical laws and the construction and effective use of numerical procedures to describe the behavior of the dynamics of physical flow.

This concise and clear introduction to the topic requires only basic knowledge of calculus and linear algebra - all other concepts and ideas are developed in the course of the book.

Based on lectures given by one of the authors with many years of experience in teaching stochastic processes, this textbook is unique in combining basic mathematical and physical theory with numerous simple and sophisticated examples as well as detailed calculations.

Applied Dynamics provides a modern and thorough examination of dynamics with specific emphasis on physical examples and applications such as: robotic systems, magnetic bearings, aerospace dynamics, and microelectromagnetic machines.

Develops angular momentum theory in a pedagogically consistent way, starting from the geometrical concept of rotational invariance.

This introduction to Monte Carlo Methods seeks to identify and study the unifying elements that underlie their effective application.

A new approach to understanding nonlinear dynamics and strange attractors The behavior of a physical system may appear irregular or chaotic even when it is completely deterministic and predictable for short periods of time into the future.

A revision of a professional text on the phenomena of chaotic vibrations in fluids and solids.

In many branches of chemistry, Molecular Modeling is a well-established and powerful tool for the investigation of complex structures.

A new edition of this well-established monograph, this volume provides a comprehensive overview over the still fascinating field of chaos research.

This introduction to the field contains a careful selection of topics and examples without sacrificing scientific strictness.

Eine unterhaltsame wie kurzweilige Reise durch die Welt der Zahlen präsentiert von einem Erfolgsduo: Der Mathematik-Professor und Bestseller-Autor Christian Hesse und der beliebte Fernseh-Moderator Karsten Schwanke vermitteln Spaß an Mathematik.

Dieses Buch vermittelt den Auszubildenden aller Bauberufe das mathematisch-technische Grundwissen.

'Maths at its most playful and multifarious' Jordan EllenbergMatt Parker, author of the No.

'An invaluable companion for anyone who wants a deep understanding of what s under the hood of often inscrutable machines' Melanie Mitchell A rich, narrative explanation of the mathematics that has brought us machine learning and the ongoing explosion of artificial intelligenceMachine-learning systems are making life-altering decisions for us: approving mortgage loans, determining whether a tumour is cancerous, or deciding whether someone gets bail.

Some people fear and mistrust numbers.

An illustration-packed dive into the geometry, engineering, and physics of soccer ballsThe Football takes readers on an entertaining and fact-filled exploration of the mathematical secrets of the most popular spherical object on the planet.

'A brilliant account of how models are so often abused and of how they should be used' John KayHow do mathematical models shape our world - and how can we harness their power for good?

Nikola Tesla was a genius who revolutionized how the world looks at electricity.

Thousands of years ago the inhabitants of Mesopotamia became the first to use numbers.

Susanna Epp's DISCRETE MATHEMATICS WITH APPLICATIONS, 4e, International Edition provides a clear introduction to Discrete Mathematics.

What is time?

This book provides the first comprehensive treatment of Benford's law, the surprising logarithmic distribution of significant digits discovered in the late nineteenth century.

* How can sprinter Usain Bolt break his world record without running any faster?

Blackwell Publishing is delighted to announce that this book has been Highly Commended in the 2004 BMA Medical Book Competition.

Advanced Ecological Theory is intended for both postgraduate students and professional researchers in ecology.

Open this book and you will Discover the origins of chaos theory Investigate complex systems Understand the causes of chaos Become aware of its everyday implications

Jeffrey S.

Originally published in 2003, Mathematical Techniques in Finance has become a standard textbook for master's-level finance courses containing a significant quantitative element while also being suitable for finance PhD students.

Electromagnetic complex media are artificial materials that affect the propagation of electromagnetic waves in surprising ways not usually seen in nature.

This book represents the first synthesis of the considerable body of new research into positive definite matrices.

Climate change mitigation and sustainable practices are now at the top of political and technical agendas.

Quantitative Methods for Finance and Investments ensures that readers come away from reading it with a reasonable degree of comfort and proficiency in applying elementary mathematics to several types of financial analysis.

This book provides an accessible introduction to the principles and tools for modeling, analyzing, and synthesizing biomolecular systems.

A fun look at calculus in our everyday livesCalculus.

This is a book for those who enjoy thinking about how and why Nature can be described using mathematical tools.

This book is the first to comprehensively explore elasticity imaging and examines recent, important developments in asymptotic imaging, modeling, and analysis of deterministic and stochastic elastic wave propagation phenomena.