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Found 8 from your keywords: subject="Applied mathematics"
cover
Optimal Control Theory
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Berkovitz, L. D.

A volume in the Applied Mathematical Sciences series, presenting optimal control theory with 10 illustrations. Includes bibliography and index. Published by Springer-Verlag in 1974.

Edition
Not specified
ISBN/ISSN
3-540-90106-X
Collation
-
Series Title
Applied Mathematical Sciences; Volume 12
Call Number
510.84 B512
Availability2
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cover
Introduction to Physical Mathematics
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P. G. Harper D. L. Weaire

This book provides an introduction to the mathematical methods used in physics, focusing on applying mathematical techniques to physical problems and concepts.

Edition
: (leave blank if not specified, or write: First
ISBN/ISSN
0521269083
Collation
e.g. xii + 350 pages : illustrations; 24 cm (adjust based on book)
Series Title
-
Call Number
530.15 H293
Availability1
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cover
Integral Transforms in Applied Mathematics
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John W. Miles

A concise monograph on integral transforms and their applications in applied mathematics, focusing on analytical techniques useful in physics and engineering.

Edition
Reissue Edition
ISBN/ISSN
10: 0521090687
Collation
112 pages
Series Title
-
Call Number
515.43 M643
Availability4
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cover
Differential Equations
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H. T. H. Piaggio

A classic introductory text on differential equations by H. T. H. Piaggio, covering fundamental methods and practical applications. Widely used by undergraduate students, the book emphasizes problem-solving techniques and real-world applications in science and engineering.

Edition
Reprint edition (1971)
ISBN/ISSN
0713508515
Collation
xii, 344 pages ; 22 cm
Series Title
Not Applicable
Call Number
515.625 P579
Availability1
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cover
Complex Variables for Scientists and Engineers
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John D. Paliouras

A graduate-level applied mathematics textbook introducing complex variable theory with emphasis on applications in engineering and physical sciences.

Edition
Hardcover Edition
ISBN/ISSN
0-02-390550-6
Collation
-
Series Title
-
Call Number
515.9 P162
Availability2
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cover
Mathematical Methods for Physicists
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George B. Arfken Hans J. Weber Frank E. Harris

A comprehensive textbook covering mathematical techniques used in physics, including differential equations, vector analysis, complex variables, and special functions.

Edition
(Example: 7th Edition Publisher: ck your book)
ISBN/ISSN
-
Collation
-
Series Title
-
Call Number
530.15 B983
Availability4
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cover
Continuum Mechanics
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I-Shih Liu

This graduate-level text provides a concise, rigorous, and readable introduction to the principles of continuum mechanics, aimed at students in applied mathematics, physics, and engineering. The author presents a unified treatment of both solid and fluid mechanics using the tools of modern mathematical analysis.

Edition
1st Edition
ISBN/ISSN
3-540-43019-9
Collation
xii, 320 pages : illustrations ; 24 cm
Series Title
Advanced Texts in Physics
Call Number
Select Physics or Mechanics classification
Availability1
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cover
Essential Mathematical Methods for Physicists
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George B. Arfken, Hans J. Weber

This textbook provides essential mathematical tools for physics students, especially at the undergraduate and early graduate levels. It covers linear algebra, differential equations, Fourier series, special functions, and complex analysis with examples.

Edition
1st Edition
ISBN/ISSN
0: 0-12-059878-7
Collation
xx, 1182 pages : illustrations ; 26 cm
Series Title
(No official series title, but companion to Mathematical Methods for Physicists)
Call Number
-
Availability2
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