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Geometric transformations for 3D modeling

Author: Michael E Mortenson
Publisher: New York : Industrial Press, ©2007.
Edition/Format:   Print book : English : 2nd edView all editions and formats
Summary:
"This book is written for students, teachers, and professionals who require a more advanced treatment of the mathematics of geometric transformations than is found in current textbooks on computer graphics and 3D modeling. It is the second edition of a textbook whose first edition title was Geometric Transformations. The new title more accurately describes the book's underlying focus and applicability to 3D modeling  Read more...
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Additional Physical Format: Online version:
Mortenson, Michael E., 1939-
Geometric transformations for 3D modeling.
New York : Industrial Press, ©2007
(OCoLC)608074467
Online version:
Mortenson, Michael E., 1939-
Geometric transformations for 3D modeling.
New York : Industrial Press, ©2007
(OCoLC)609845580
Material Type: Internet resource
Document Type: Book, Internet Resource
All Authors / Contributors: Michael E Mortenson
ISBN: 9780831133382 0831133384
OCLC Number: 84838569
Notes: Originally published: Geometric transformations. 1995.
Includes index.
Description: xiii, 353 pages : illustrations ; 27 cm
Contents: Geometry --
Theory of transformations --
Vector spaces --
Rigid-body motion --
Reflection and symmetry --
More linear transformations --
Nonlinear transformations.
Other Titles: Geometric transformations for three dimensional modeling
Responsibility: Michael E. Mortenson.
More information:

Abstract:

"This book is written for students, teachers, and professionals who require a more advanced treatment of the mathematics of geometric transformations than is found in current textbooks on computer graphics and 3D modeling. It is the second edition of a textbook whose first edition title was Geometric Transformations. The new title more accurately describes the book's underlying focus and applicability to 3D modeling and other computer graphics applications. It is a comprehensive introduction to the theory and application of transformations, written from a mathematical standpoint accessible to students, teachers, and professionals studying or practicing in engineering, mathematics, or physics. It will appeal particularly to those working in 3D modeling, geometric modeling, computer graphics, animation, robotics, and kinematics."--Jacket.

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