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SvLis -- Introduction and User Manual

Adrian Bowyer
 
 
 

Copyright © 1994, 1996, 1999 Information Geometers Ltd and The University of Bath

 

• Contents
• Acknowledgements
• Introduction
• Set-theoretic modelling
• Primitives and half-spaces
• Design philosophy and overview
• Fundamental geometric structures
• Numbers
• Points and lines in space
• Solids with flat faces, and inequalities
• Curved solids, surfaces and lines
• Solids with simple curved surfaces
• Blends
• Potentials and non-polynomials
• Sheets and wires
• The sv_primitive class
• Sets, models, and DIY primitives and attributes
• Sets
• Lists of sets
• Models
• Interval arithmetic
• Boxes and primitives
• Pruning
• Recursive division
• Programming DIY primitives
• Set-theory using maxima and minima
• Attributes
• Advanced programming and future developments
• Trees and recursion
• Membership test for a point
• The potential range of a box in a set
• Future enhancements
• Afterword
• SvLis User Manual
• Introduction
• Errors
• Classes and functions
• Sums
• Geometry
• The sv_point struct
• The sv_line struct
• The sv_plane struct
• The sv_interval and sv_box structs
• The sv_primitive class
• The sv_set class
• The sv_attribute class
• The sv_set_list class
• The sv_model class
• The sv_surface class
• The sv_view class
• The sv_lightsource and sv_light_list classes
• The sv_picture class
• The sv_p_gon struct
• Voronoi diagrams
• Utilities
• SvLis programs
• Bibliography
• Index
• About this document ...