Filter by
Projective and Euclidean Geometry
This book presents the fundamental principles of both projective and Euclidean geometry, highlighting their relationships and differences. It is suitable for students seeking a solid foundation in Geometry, with emphasis on structure, proofs, and geometric reasoning.
- Edition
- -
- ISBN/ISSN
- 62-20162
- Collation
- x, 350 pages : illustrations ; 24 cm
- Series Title
- [Not part of a series]
- Call Number
- 516.2 F 532
A Scrapbook of Complex Curve Theory
An informal and insightful introduction to complex algebraic curves, emphasizing geometric intuition and examples. The book explores key ideas in Algebraic Geometry, including theta functions and Jacobian varieties.
- Edition
- First Edition
- ISBN/ISSN
- 0-306-40536-9
- Collation
- xii, 186 pages : illustrations ; 24 cm
- Series Title
- The University Series in Mathematics
- Call Number
- 516.35 C 625
Ordinary Differential Equations
A classic and rigorous treatment of Ordinary Differential Equations, covering existence theory, stability, and qualitative behavior of solutions. Widely used by advanced students and researchers.
- Edition
- Second Edition
- ISBN/ISSN
- 3-7643-3068-6
- Collation
- xvi, 612 pages : illustrations ; 24 cm
- Series Title
- [Not part of a series]
- Call Number
- 515.352 H 333
Foundations of Euclidean and Non-Euclidean Geometry
This book provides a rigorous introduction to the foundations of both Euclidean and non-Euclidean geometry. Richard L. Faber develops the axiomatic structure of geometric systems and examines the differences between classical Euclidean geometry and alternative geometries. The text is suitable for advanced students and focuses on logical reasoning, proofs, and the theoretical basis of Geometry.
- Edition
- First Edition
- ISBN/ISSN
- 0-8247-1748-1
- Collation
- xii, 388 pages : illustrations ; 24 cm
- Series Title
- [Not part of a series]
- Call Number
- 516 F 115
Modern Geometry—Methods and Applications. Part II. The Geometry and Topolog…
This volume is part of a comprehensive series on modern geometry, focusing on the geometry and topology of manifolds. The authors develop fundamental concepts of Differential Geometry and Topology, including smooth manifolds, vector fields, and global geometric structures. The book combines rigorous theory with applications, making it an important resource for advanced students and researchers …
- Edition
- [Not specified]
- ISBN/ISSN
- 0-387-96162-3
- Collation
- xii, 430 pages : illustrations ; 24 cm
- Series Title
- Modern Geometry—Methods and Applications ; Part II
- Call Number
- 516 D 819
Geometry Through Transformations: I. Geometry of Distortion
This book introduces geometry through the concept of transformations, focusing on distortion as a fundamental idea. Z. P. Dienes and E. W. Golding present geometric concepts using movement, mapping, and transformation rather than traditional static methods. It is particularly useful for students and teachers seeking a modern and intuitive approach to Geometry, emphasizing understanding through …
- Edition
- First Edition
- ISBN/ISSN
- [Not available]
- Collation
- x, 192 pages : illustrations ; 24 cm
- Series Title
- Geometry Through Transformations ; 1
- Call Number
- 516 D 562
Non-Euclidean Geometry
This book provides a comprehensive introduction to non-Euclidean geometry, exploring geometrical systems that differ from classical Euclidean assumptions. H. S. M. Coxeter presents the foundations of hyperbolic and elliptic geometries, along with their historical development and mathematical significance. The text is known for its clear exposition and rich geometric insight, making it valuable …
- Edition
- First Edition
- ISBN/ISSN
- [Not available]
- Collation
- xii, 304 pages : illustrations ; 24 cm
- Series Title
- [Not part of a series]
- Call Number
- 516.9 C879
A Scrapbook of Complex Curve Theory
This book presents an informal and insightful exploration of complex algebraic curves and their geometric properties. C. Herbert Clemens introduces key concepts such as theta functions and Jacobi varieties through a collection of notes and examples rather than a strictly formal textbook approach. It is particularly useful for graduate students and researchers interested in Algebraic Geometry, o…
- Edition
- First Edition
- ISBN/ISSN
- 0-306-40536-9
- Collation
- [Not specified]
- Series Title
- [None / Not part of a series]
- Call Number
- 516.35 C 625
Deductive Transformation Geometry
This book presents a systematic and rigorous approach to transformation geometry using deductive methods. It explores geometric transformations such as translations, rotations, reflections, and dilations, emphasizing logical development and proof-based learning. The book is designed for students to develop a deep understanding of geometric structures through transformations.
- Edition
- First Edition
- ISBN/ISSN
- 0-521-20565-4
- Collation
- viii, 180 pages : illustrations ; 24 cm (estimated)
- Series Title
- Not in a series
- Call Number
- 516,1 B 963
Curves and Singularities: A Geometrical Introduction to Singularity Theory
This book provides an accessible introduction to singularity theory from a geometric perspective. It studies curves and their singular points, explaining how geometric shapes change under deformation. The text combines intuitive geometric ideas with rigorous mathematical methods, making it suitable for undergraduate and graduate students interested in differential geometry and singularity theory.
- Edition
- First Edition
- ISBN/ISSN
- 0-521-24945-7
- Collation
- xii, 280 pages : illustrations ; 24 cm (estimated)
- Series Title
- London Mathematical Society Student Texts
- Call Number
- 516.36 B 887
Computer Science, Information & General Works 
Philosophy & Psychology 
Religion 
Social Sciences 
Language 
Pure Science 
Applied Sciences 
Art & Recreation 
Literature 
History & Geography