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Roman surface
Polyhedral Models of the Projective Plane
Introduction to Differential Geometry
Immersion in Mathematics
Non-Orientable Surfaces in 4-Dimensional Space
Introduction to Computational Topology Notes
How Surfaces Intersect in Space an Introduction to Topology Second Edition J Scott Carter
Construction of a Cubist Girl Cap
Viewing the Real Projective Plane in R3 ; the Cross-Cap and the Steiner
A Topological Exploration of Space1
Exploded View Diagrams of Mathematical Surfaces
Bridges Conference Paper
Models of the Real Projective Plane ..,----Computer Graphics and Mathematical Models
Möbius's Algebraic Version of Projective Geometry
The Normal Euler Class and Singularities of Projections for Polyhedral Surfaces in 4-Space
Pictures of the Projective Plane
Surface Topology Afra Zomorodian
Shadows from Higher Dimensions
Mathematical Visualization
Top View
Simple Methods for Drawing Rational Surfaces As Four Or Six Bézier
24.7 a “Gallery” of Rational Surfaces
A Guide to the Classification Theorem for Compact Surfaces
Exploded View Diagrams of Mathematical Surfaces
Relating Second Order Geometry of Manifolds Through Projections and Normal Sections