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Multimedia Maths
Masselis, Bieke, De Pauw, Ivo
€ 51.63
€ 46.50
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Description for Multimedia Maths
Paperback. This book refreshes the required mathematics fundamentals (systems, tri-gonometry and functions) to enable a successful mastering of the relevant content for pixel professionals. Num Pages: 308 pages, 20 b&w. BIC Classification: PDE; TBJ; UYA. Category: (G) General (US: Trade). Dimension: 241 x 170 x 19. Weight in Grams: 638.
Multimedia Maths provides an accessible guide to understanding and using basic software applications including the golden section, co-ordinate systems, collision detection, vectors and parameters. Screen effects and image handling are explained at a complex level using a more detailed outline to build and develop on the basic transformations. More advanced multi-media themes of quaternion rotation, fractal texture, Bezier curves and B-splines are de-constructed and usefully linked to an interactive website.
Multimedia Maths provides an accessible guide to understanding and using basic software applications including the golden section, co-ordinate systems, collision detection, vectors and parameters. Screen effects and image handling are explained at a complex level using a more detailed outline to build and develop on the basic transformations. More advanced multi-media themes of quaternion rotation, fractal texture, Bezier curves and B-splines are de-constructed and usefully linked to an interactive website.
Product Details
Format
Paperback
Publication date
2014
Publisher
Lannoo Publishers (Acc)
Condition
New
Number of Pages
308
Place of Publication
Tielt, Belgium
ISBN
9789401410663
SKU
V9789401410663
Shipping Time
Usually ships in 15 to 20 working days
Ref
99-15
About Masselis, Bieke, De Pauw, Ivo
Bieke Masselis holds a master's degree (KU Leuven and UGent) in mathematics and teaches at Howest University College, West Flanders, Begium. Ivo De Pauw also holds a master's degree in mathematics (UGent) and teaches at Howest University College.
Reviews for Multimedia Maths
"Achieves a perfect balance between deductive mathematics and broad accessibility, particularly through its Mathematica empowered companion site." Leo Storme (Department of Pure Mathematics and Computer Algebra, UGent)