Infinitesimal Calculus

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Infinitesimal Calculus

Infinitesimal Calculus

Dieudonne, Jean Alexandre

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Κατηγορίες:

Mathematics - Analysis

Εκδότης:

Hermann

Γλώσσα:

english

ISBN 10:

0395120349

ISBN 13:

9780395120347

Αρχείο:

PDF, 19.50 MB

IPFS:

,

english0

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Ίσως σας ενδιαφέρει

Jean Dieudonne — Linear Algebra and Geometry.

Jean Dieudonné — Treatise on analysis

Jean Alexandre Dieudonne — Foundations of Modern Analysis Volumes I-VIII

Jean Dieudonné — A panorama of pure mathematics (as seen by N. Bourbaki)

Jean Dieudonné — A History of Algebraic and Differential Topology, 1900 ‒ 1960

Jean Alexandre Dieudonne — Calcul infinitesimal (Collection Methodes)

F. W. J. Olver and Werner Rheinbolt (Auth.) — Asymptotics and Special Functions

Sergey Mikhailovich Nikolsky (Серге́й Миха́йлович Нико́льский) — Course in Mathematical Analysis V1

C. Corduneanu — Principles of Differential and Integral Equations

C. Corduneanu — Principles of Differential and Integral Equations

J. Wilfred Kaplan — Advanced Calculus

S. M. Nikolsky — A Course of Mathematical Analysis Volume I

Harold Jeffreys, Bertha Swirles — Methods of mathematical physics

Nikolsky S.M. — Course in Mathematical Analysis

Jeffreys H. — Methods Of Mathematical Physics

N G De Bruijn — Asymptotic methods in analysis

Wilfred Kaplan — Advanced Calculus

Krasnov, M. L. & Kiselev, A. I. & Makarenko, G. I. & Shikin, E. V. — [Vol. II] Mathematical Analysis for Engineers

— Wilfred Kaplan

L. Kuipers, R. Timman — Handbook of Mathematics

Frank W. J. Olver — Asymptotics and special functions

F. W. J. Olver (Auth.) — Introduction to Asymptotics and Special Functions

Earl A. Coddington — An introduction to ordinary differential equations

Edward Thomas Copson — Introduction to the theory of functions of a complex variable

Henri Cartan — Elementary theory of analytic functions of one or several complex variables

Wilfred Kaplan — Advanced Calculus (4th Edition)

Wilfred Kaplan — Advanced Calculus

N/A — Conference on the Theory of Ordinary and Partial Differential Equations, held in Dundee/Scotland, March 28-31, 1972

David Colton — Partial Differential Equations An Introduction

Peter Henrici — Applied and computational complex analysis

N. G. de Bruijn — Asymptotic methods in analysis

Earl A. Coddington — An introduction to ordinary differential equations

Georgi E. Shilov — Elementary Functional Analysis

Jeffreys H., Jeffreys B. — Methods of Mathematical Physics

Gerald B. Folland — Fourier Analysis and Its Applications

W A Coppel — Stability and Asymptotic Behaviour of Differential Equations

Samuel Zaidman — Abstract differential equations

Corduneanu C. — Principles of differential and integral equations

Earl A. Coddington, Robert Carlson — Linear ordinary differential equations

Earl A. Coddington, Norman Levinson — Theory of ordinary differential equations

Harold Jeffreys — Methods of mathematical physics

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