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Applied Mathematics

Mathematics -> Applied MathematicsSearch on Amazon

Mathematical Sociology[2]

Applied Math Book
Author: Sean Mauch  Language:
Contents: Algebra; Calculus; Functions of a Complex Variable; Ordinary Differential Equations; Partial Differential Equations. There are also many exercises with the solutions.
Numerical Methods in Scientific Computing
Author:   Language:
Contents: Principles of Numerical Calculations; How to Obtain and Estimate Accuracy; Series, Operators and Continued Fractions; Interpolation and Related Subjects; Numerical integration; Scalar Nonlin . . . . .
Music: A Mathematical Offering
Author: Dave Benson  Language:
Music: A Mathematical Offering Contents: Waves and harmonics; Fourier theory; A mathematician’s guide to the orchestra; Consonance and dissonance; Scales and temperaments: the fivefold way; More scales and temperaments; Digital mus . . . . .
Applied Mathematical Programming
Author: Bradley, Hax, and Magnanti   Language:
This book is the main text for 15.053 Introduction to Optimization taught at MIT. To make the book available online, most chapters have been re-typeset. Chapters 6, 7 and 10 were not, but are still av . . . . .
generatingfunctionology
Author: Herbert S. Wilf  Language:
generatingfunctionology Generating functions, one of the most important tools in enumerative combinatorics, are a bridge between discrete mathematics and continuous analysis. Generating functions have numerous applications i . . . . .
Derivations of Applied Mathematics
Author: Thaddeus H. Black  Language:
Derivations of Applied Mathematics Derivations of Applied Mathematics is a book of applied mathematical proofs. If you have seen a mathematical result, if you want to know why the result is so, you can look for the proof here. The . . . . .
Topics in Applied Mathematics
Author: Martin Z. Bazant  Language:
Contents: Historical Introduction to Random Walks and Diffusion; Continuum Approximations of General Random Walks with Drift; Long-Time Behavior of Isotropic Random Walks in d>1; Intermediate Asympto . . . . .
Techniques of applied mathematics
Author: A. C. Fowler  Language:
Contents: Introduction; non-dimensionalisation and approximation; perturbation methods; stability and oscillations; oscillation and comparison methods; integral equations and eigenfunctions; wave and . . . . .
Lectures on Nonlinear Waves And Shocks
Author: Cathleen S. Morawetz  Language:
Contents: The Traffic problem and a first order nonlinear equation; One Dimensional gas dynamics; Two dimensional steady flow.
Multiscale Entropy: definitions and applications
Author: J. L. Starck   Language:
Multiscale Entropy: definitions and applications Contents: Multiscale Entropy Theory; Multiscale Entropy Applied to Filtering; Multiscale Entropy Applied to Deconvolution; Multiscale Entropy Applied to Background fluctuation analysis; Multiscale Ent . . . . .
Mathematical Population Genetics
Author: Warren J Ewens  Language:
These note are intended to give background material in mathemat- ical population genetics and also, in part, to form the background for some of the material given by other lecturers.Some standard ge . . . . .
LES TONALITES MUSICALES VUES PAR UN MATHEMATICIEN
Author: Michel Broue  Language:
L’objet de cet article est, en particulier, de montrer que le choix des 7 notes de la gamme classique (do–r ́ e–mi–fa–sol–la–si) parmi les 12 notes du systeme tempere (do–do re–re–mi–fa–fa–sol– . . . . .
Linear Methods of Applied Mathematics
Author: Evans M. Harrell II and James V. Herod  Language:
This is a WWW textbook written by Evans M. Harrell II and James V. Herod, both of Georgia Tech. It is suitable for a first course on partial differential equations, Fourier series and special function . . . . .
Mathematics Of The Discrete Fourier Transform (DFT)
Author: JULIUS O. SMITH III  Language:
Mathematics Of The Discrete Fourier Transform (DFT) - With Audio Applications.The Discrete Fourier Transform (DFT) can be understood as a numerical approximation to the Fourier Transform. However, the . . . . .
The Boundary Element Method in Acoustics
Author: S Kirkup.  Language:
The Boundary Element Method in Acoustics The boundary element method (BEM) is a powerful tool in computational acoustic analysis. The Boundary Element Method in Acoustics serves as an introduction to the BEM and its application to acoustic p . . . . .
Applied Abstract Algebra
Author: D. Joyner, R. Kreminski, J. Turisco  Language:
Contents: Some elementary number theory; Polynomials, rings and fields; Error-correcting codes; Permutations; An introduction to groups; Special projects: Codes.

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