Read-alikes and related books

Books like Introductory Mathematics Through Science Applications

Across Partial, Differential Equations, Calculus, and Probability & Statistics — 24 books that belong on the same shelf as Introductory Mathematics Through Science Applications by John Stephen Berry.

Partial Differential Equations Calculus Probability & Statistics Physics Mathematics Science

Top related books to Introductory Mathematics Through Science Applications

Strong read-alikes chosen for how closely they echo the themes and feel of Introductory Mathematics Through Science Applications.

Asymptotic Analysis of Fields in Multi-structures

Vladimir Kozlov

Themes: Partial • Differential Equations • Calculus

One-dimensional Variational Problems An Introduction

Giuseppe Buttazzo

Themes: Differential Equations • Calculus • Probability & Statistics

Dynamic Equations on Time Scales An Introduction With Applications

Martin Bohner

Themes: Differential Equations • Calculus • Probability & Statistics

Wave Factorization of Elliptic Symbols: Theory and Applications Introduction to the Theory of Boundary Value Problems in Non-Smooth Domains — Vladimir B. Vasil’ev

Vladimir B. Vasil'ev

Themes: Differential Equations • Calculus • Physics

Introduction to Traveling Waves

Anna R. Ghazaryan

Themes: Partial • Differential Equations • Physics

Partial Differential Equations arising from Physics and Geometry

Mohamed Ben Ayed

Themes: Partial • Differential Equations • Physics

Stochastic Ordinary and Stochastic Partial Differential Equations Transition from Microscopic to Macroscopic Equations

Peter Kotelenez

Themes: Calculus • Probability & Statistics • Physics

Spline Functions Computational Methods

Larry L. Schumaker

Themes: Partial • Differential Equations • Physics

$All the Math You Missed (But Need to Know for Graduate School) — Thomas A. Garrity$

All the Math You Missed (But Need to Know for Graduate School)

Thomas A. Garrity

Themes: Calculus • Probability & Statistics • Physics

#10

Visual Differential Geometry and Forms A Mathematical Drama in Five Acts

Tristan Needham

Themes: Differential Equations • Calculus • Physics

#11

Sturm-Liouville Theory and its Applications

Mohammed Al-Gwaiz

Themes: Differential Equations • Calculus • Physics

#12

Bitangential Direct and Inverse Problems for Systems of Integral and Differential Equations

Damir Z. Arov

Themes: Differential Equations • Calculus • Physics

#13

MRSA In Practice

Ian Gould

Themes: Differential Equations • Probability & Statistics • Physics

#14

Partial Differential Equations

Jürgen Jost

Themes: Differential Equations • Calculus • Physics

#15

Geometric Mechanics

Darryl D. Holm

Themes: Partial • Differential Equations • Physics

#16

Discrete and Continuous Nonlinear Schrödinger Systems

M. J. Ablowitz

Themes: Partial • Differential Equations • Physics

#17

Special Relativity and Classical Field Theory The Theoretical Minimum

Leonard Susskind

Themes: Differential Equations • Calculus • Physics

#18

Geometry of Harmonic Maps

Yuanlong Xin

Themes: Differential Equations • Probability & Statistics • Physics

#19

Monotone Flows and Rapid Convergence for Nonlinear Partial Differential Equations

V. Lakshmikantham

Themes: Partial • Differential Equations • Physics

#20

Topics in Symbolic Dynamics and Applications

F. Blanchard

Themes: Differential Equations • Calculus • Probability & Statistics

#21

Numerical Methods for Fractal-Fractional Differential Equations and Engineering Simulations and Modeling

Muhammad Altaf Khan

Themes: Differential Equations • Calculus • Probability & Statistics

#22

Clifford Algebras and Dirac Operators in Harmonic Analysis

John E. Gilbert

Themes: Differential Equations • Calculus • Probability & Statistics

#23

The Logarithmic Integral: Volume 2

Paul Koosis

Themes: Differential Equations • Calculus • Probability & Statistics

#24

Integral An Easy Approach After Kurzweil and Henstock

Lee Peng Yee

Themes: Differential Equations • Calculus • Probability & Statistics

A curated shelf of 24 read-alikes for Introductory Mathematics Through Science Applications by John Stephen Berry — spanning Partial, Differential Equations, Calculus and featuring authors such as Vladimir Kozlov, Giuseppe Buttazzo, Martin Bohner, Vladimir B. Vasil'ev, and others.

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