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V. I. Arnold

V. I. ArnoldV. I. Arnold is Professor of Mathematics at the Université de Paris IX (Paris-Dauphine) and the Steklov Mathematical Institute in the Russian Academy of Sciences.

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1.
Mathematical Methods of Classical Mechanics
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AED283
Binding:
Hardback
Release:
16 May 1989
Language:
English
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2.
Bioinformatics and Computational Biology Solutions Using R and Bioconductor
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3.
Mathematical Methods of Classical Mechanics
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AED329
Binding:
Paperback
Release:
01 Dec 2010
Language:
English
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4.
Dynamical Systems I
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AED506
Binding:
Hardback
Release:
15 Sep 1988
Language:
English
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5.
Dynamical Systems I
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AED506
Binding:
Paperback
Release:
18 Dec 1996
Language:
English
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6.
Dynamical Systems V
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AED263
Binding:
Paperback
Release:
20 May 1999
Language:
English
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7.
Dynamical Systems V
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AED263
Binding:
Hardback
Release:
06 Jun 1994
Language:
English
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8.
Geometrical Methods in the Theory of Ordinary Differential Equations
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AED1,011
Binding:
Paperback
Release:
30 Sep 2012
Language:
English
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9.
Catastrophe Theory
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AED174
Binding:
Paperback
Release:
01 Apr 1994
Language:
English
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10.
Dynamics, Statistics and Projective Geometry of Galois Fields
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AED171
Binding:
Paperback
Release:
02 Dec 2010
Language:
English
International Edition
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11.
Singularity Theory
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AED326
Binding:
Paperback
Release:
17 Sep 1981
Language:
English
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12.
Geometrical Methods in the Theory of Ordinary Differential Equations
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AED650
Binding:
Hardback
Release:
15 Jun 1988
Language:
English
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13.
Singularities of Differentiable Maps
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AED253
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Paperback
Release:
01 Oct 2011
Language:
English
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14.
Singularities of Differentiable Maps, Volume 1
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AED557
Binding:
Paperback
Release:
24 May 2012
Language:
English
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15.
Singularities of Differentiable Maps
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AED658
Binding:
Paperback
Release:
01 Aug 2012
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English
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16.
Experimental Mathematics
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AED211
Binding:
Paperback
Release:
30 Aug 2015
Language:
English
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17.
Lectures and Problems
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AED142
Binding:
Paperback
Release:
30 Nov 2015
Language:
English
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18.
Ordinary Differential Equations
Publisher: MIT Press Ltd
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AED352
Binding:
Paperback
Release:
15 Jul 1978
Language:
English
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19.
Mathematical Aspects of Classical and Celestial Mechanics
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