Genus (mathematics)
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- Conformal and Asymptotic Properties of Embedded Genus-G Minimal Surfaces with One End by Jacob Bernstein
- Convex-Faced Combinatorially Regular Polyhedra of Small Genus
- 32. Mon, Apr. 7 Last Time, We Introduced the Genus G Surfaces M G, Defined As the G-Fold Connected Sum of Copies of T2. We Found
- Three-Dimensional Manifolds Michaelmas Term 1999
- MATH CLUB: IDENTIFICATION SPACE 1. M Obius Strip
- Lectures on Compact Riemann Surfaces
- Comparing 2-Handle Additions to a Genus 2 Boundary Component
- Fast Spherical Mapping for Genus-0 Meshes
- The Origins of the Genus Concept in Quadratic Forms
- A Database of Genus 2 Curves Over the Rational Numbers
- Compact Riemann Surfaces
- The Classification Theorem for Compact Surfaces
- Projective Geometry at Chalmers in the Fall of 1989
- CLASSIFICATION of SURFACES Contents 1. Introduction 1 2. Torus
- The Cohomological Genus and Symplectic Genus for 4-Manifolds of Rational Or Ruled Types
- Lecture 3: 2-Manifolds Surface Classification, Polygonal Scheme, Euler-Characteristic
- Viewing the Real Projective Plane in R3 ; the Cross-Cap and the Steiner
- Oriented Cobordism: Calculation and Application