Differential Calculus – alle Bücher, Seite 2

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Vladimir I. Arnold,
Gewöhnliche Differentialgleichungen

1. Grundbegriffe.- 1. Phasenräume.- 1. Beispiele für Evolutionsprozesse.- 2. Phasenflüsse.- 3. Intergralkurven im Richtungsfeld.- 4. Eine Differentialgleichung und ihre Lösungen.- 5. Die Evolutionsgleich…

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René Erlin Castillo
Fourier Meets Hilbert and Riesz

This book provides an introduction into the modern theory of classical harmonic analysis, dealing with Fourier analysis and the most elementary singular integral operators, the Hilbert transform and Riesz…

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Elena Cordero, Luigi Rodino
Time-Frequency Analysis of Operators

This authoritative text studies pseudodifferential and Fourier integral operators in the framework of time-frequency analysis, providing an elementary approach, along with applications to almost diagonali…

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Robert C. Dalang, Marta Sanz-Solé
Stochastic Partial Differential Equations, Space-time White Noise and Random Fields

Springer Monographs in Mathematics

This open access book provides a comprehensive introduction to the theory of stochastic partial differential equations (SPDEs). The focus is on SPDEs driven by Gaussian space-time white noise. The book co…

lieferbar ab 24.12.2025.

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Georgios Kydonakis, Clarence Kineider, Eugen Rogozinnikov, Valdo Tatitscheff
Spectral Networks

Lecture Notes in Mathematics - Band 2386

This book offers a comprehensive introduction to spectral networks from a unified viewpoint that bridges geometry with the physics of supersymmetric gauge theories. It provides the foundational background…

lieferbar ab 6.1.2026.

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Deguang Han, Qianfeng Hu, Bei Liu, Rui Liu
Banach Space Aspects of Frame Theory with Applications

Synthesis Lectures on Mathematics & Statistics

This book provides an introduction to frame theory in Banach and Hilbert spaces, with a particular focus on the Banach space aspects of the frame theory and its applications. The authors present main deve…

lieferbar ab 7.4.2026.

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Andrea Carpignani, Massimo Pappalardo
Theory and Methods of Optimisation

UNITEXT /La Matematica per il 3+2

This book originates from the graduate course Theory and Methods of Optimisation taught at the University of Pisa and is primarily intended for students seeking a rigorous yet accessible introduction to o…

lieferbar ab 17.12.2025.

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Reuven Segev, Oriel Shoshani, Gal Shmuel
Essentials of Engineering Dynamics

This textbook is for the engineering dynamics course, a fundamental part of mechanical and aeronautical engineering undergraduate curricula. The approach is three-dimensional from the outset, and vector a…

lieferbar ab 29.11.2025.

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B. A. Dubrovin, A. T. Fomenko, S. P. Novikov,
Modern Geometry - Methods and Applications

This is the first volume of a three-volume introduction to modern geometry, with emphasis on applications to other areas of mathematics and theoretical physics. Topics covered include tensors and their di…

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Leibniz: Writings on the Metaphysics of the Infinite

Gottfried Wilhelm Leibniz (1646-1716) is famous in mathematics predominantly for his invention of the differential calculus, and in philosophy for his metaphysics of monads and system of pre-established h…

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Piernicola Bettiol, Richard B. Vinter
Principles of Dynamic Optimization

Preface.- Overview.- Set Convergence, Measurability, and Existence of Minimizers.- Variational Principles.- Nonsmooth Analysis.- Subdifferential Calculus.- Differential Inclusions.- The Maximum Principle.…

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Jürgen Müller
Concepts of Function Theory

This textbook presents a direct path from real analysis of one variable to function theory. Classical topics of one-dimensional real analysis, such as differential and integral calculus, are largely prese…

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