Thema Differentialrechnung und -gleichungen – alle Bücher

Henryk ¿O¿¿Dek
The Monodromy Group

This book presents the monodromy group, underlining the unifying role it plays in a variety of theories and mathematical areas. In singularity theory and algebraic geometry, the monodromy group is embodie…

lieferbar innerhalb 2-3 Wochen

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Aleksei Beltukov
Differential Equations and Data Analysis

This book is focused on modeling with linear differential equations with constant coefficients. The author starts with the elementary natural growth equation and ends with the heat equation on the real li…

lieferbar innerhalb 2-3 Wochen

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Dominic Breit, Franz Gmeineder
A Course on Function Spaces I

Universitext

This textbook is the first of a two-part set providing a thorough-yet-accessible introduction to the subject of function spaces. In this first volume, spaces of continuous and integrable functions are cov…

lieferbar ab 11.9.2026.

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Boris Buffoni, John Toland
Connected Sets in Global Bifurcation Theory

Introduction.- 2. Set Theory Foundations.- 3. Metric Spaces.- 4. Types of Connectedness.- 5. Congestion Points.- 6. Decomposable and Indecomposable Continua.- 7. Pathological Examples.

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Edmundo Capelas De Oliveira, José Emílio Maiorino
Analytical Methods in Applied Mathematics

Problem Books in Mathematics

This book compiles an extensive list of solved and proposed problems in mathematical topics in analysis, aimed at students of mathematics, applied mathematics, physics, and engineering.The book begins wit…

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Yacine Chitour, Paolo Mason, Mario Sigalotti
Dynamics and Stability of Continuous-Time Switched Linear Systems

Progress in Nonlinear Differential Equations and Their Applications - Band 105

Linear switched systems are a fascinating field of research, with many theoretical questions arising from applications which require sophisticated mathematical tools for their resolution. This monograph p…

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Peter J. Costa
Select Ideas in Partial Differential Equations

Synthesis Lectures on Mathematics & Statistics

This book provides a concise but thorough introduction to partial differential equations which model phenomena that vary in both space and time. The author begins with a full explanation of the fundamenta…

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Thai Son Doan, Peter E. Kloeden, Hoang The Tuan
Attractors of Caputo Fractional Differential Equations

This book focuses on dissipative Caputo fractional differential equations (FDEs) with an autonomous vector field. The introduction of Caputo FDEs in the 1960s allowed initial value problems to be handled …

lieferbar innerhalb 2-3 Wochen

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Etienne Emmrich, Alex Kaltenbach
Funktionen mit Werten in einem Banach-Raum

Die mathematische Beschreibung zeitabhängiger Prozesse führt oft auf Differential- oder Integralgleichungsprobleme. Deren funktionalanalytische Behandlung fußt auf Funktionenräumen, die es erlauben, Eigen…

lieferbar ab 26.6.2026.

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Xavier Fernández-Real, Xavier Ros-Oton
Integro-Differential Elliptic Equations

Progress in Mathematics - Band 350

This monograph offers a self-contained introduction to the regularity theory for integro-differential elliptic equations, mostly developed in the 21st century. This class of equations finds relevance in f…

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Liviu C. Florescu
Selected Topics in Mathematical Analysis

Birkhäuser Advanced Texts Basler Lehrbücher

This book presents four topics related to undergraduate courses, typically not covered in standard lectures.Written in a clear and careful style, these four "pearls" aim at complementing and dee…

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Marek Galewski, Dumitru Motreanu
Competing Operators and Their Applications to Boundary Value Problems

SpringerBriefs in Mathematics

This book addresses problems driven by differential operators that lack monotonicity. The authors' methods rely on coercivity and continuity, allowing for the construction of an approximative scheme whose…

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Carl L. Gardner
Applied Numerical Methods for Partial Differential Equations

Texts in Applied Mathematics - Band 78

The aim of this book is to quickly elevate students to a proficiency level where they can solve linear and nonlinear partial differential equations using state-of-the-art numerical methods. It covers nume…

lieferbar innerhalb 2-3 Wochen

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Svetlin Georgiev
Boundary Value Problems

Synthesis Lectures on Mathematics & Statistics

This new edition presents an updated and expanded exploration of boundary value problems for fractional dynamic equations on arbitrary time scales, including Caputo fractional dynamic equations, impulsive…

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Matthew Harker
Fractional Differential Equations: Numerical Methods for Applications

Studies in Systems, Decision and Control

Presents novel methods for identifying parameters of fractional differential equationsFocuses on high-accuracy methods for fractional differential equations (FDE) and partial fractional differential equat…

lieferbar in mind. 4 Wochen

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Peter Hintz
An Introduction to Microlocal Analysis

Graduate Texts in Mathematics - Band 304

Microlocal analysis provides a powerful, versatile, and modular perspective on the analysis of linear partial differential equations. This text, developed from a first-year graduate course, provides an ac…

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Jürgen Koch, Martin Stämpfle
Mathematik für das Ingenieurstudium

Mathematik-Aufgaben für Studierende aller ingenieurtechnisch orientierten Studiengänge an Hochschulen und BerufsakademienWenn du Mathematik können willst, muss du Mathematik betreiben. Und das bedeutet wi…

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Paul C. Matthews
Differential Equations, Bifurcations and Chaos

This book introduces qualitative methods for understanding differential equations, especially when analytical solutions are not possible. Aimed at second-year undergraduate students in mathematics or scie…

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Marius Mitrea, Pedro Takemura
Singular Integrals, Herz-Type Function Spaces, and Boundary Problems

Introduction.- Preliminary Matters.- Beurling Algebras.- Beurling-Hardy Spaces.- Functions of Bounded Central Mean Oscillations.- Calderon-Zygmund Theory on Beurling-Hardy Spaces and BCMO_p Spaces.- Weakl…

lieferbar innerhalb 2-3 Wochen

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Gabriel Nguetseng
Homogenization Algebras and Applications

The book presents a deterministic homogenization theory intended for the mathematical analysis of non-stochastic multiscale problems, both within and beyond the periodic setting. The main tools are the so…

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