<--- Back to Details
First PageDocument Content
Projective geometry / Four-dimensional space / Dimension / Homography / Geometry / Point at infinity / Homogeneous coordinates / Space / Projection / Planar projection / Hyperbolic geometry
Date: 2013-03-03 09:18:07
Projective geometry
Four-dimensional space
Dimension
Homography
Geometry
Point at infinity
Homogeneous coordinates
Space
Projection
Planar projection
Hyperbolic geometry

Preface to Shadows of Reality, The Fourth Dimension in Relativity, Cubism, ad Modern Thought A Yale University Book, 2006 We walk in the here and now, but is there a space beyond, a space that impinges on our own infinit

Add to Reading List

Source URL: tonyrobbin.net

Download Document from Source Website

File Size: 80,83 KB

Share Document on Facebook

Similar Documents

ON PRIME FANO VARIETIES OF DEGREE 10 AND COINDEX 3 OLIVIER DEBARRE Abstract. According to Gushel and Mukai, most Fano varieties of degree 10, dimension n, and coindex 3 (index n−2) are obtained as linear sections of th

ON PRIME FANO VARIETIES OF DEGREE 10 AND COINDEX 3 OLIVIER DEBARRE Abstract. According to Gushel and Mukai, most Fano varieties of degree 10, dimension n, and coindex 3 (index n−2) are obtained as linear sections of th

DocID: 1xVgI - View Document

VARIETIES WITH VANISHING HOLOMORPHIC EULER CHARACTERISTIC JUNGKAI ALFRED CHEN, OLIVIER DEBARRE, AND ZHI JIANG 1. Introduction A (smooth complex projective) variety X is said to have maximal Albanese dimension

VARIETIES WITH VANISHING HOLOMORPHIC EULER CHARACTERISTIC JUNGKAI ALFRED CHEN, OLIVIER DEBARRE, AND ZHI JIANG 1. Introduction A (smooth complex projective) variety X is said to have maximal Albanese dimension

DocID: 1xVei - View Document

FANO VARIETIES AND EPW SEXTICS OLIVIER DEBARRE Abstract. We explore a connection between smooth projective varieties X of dimension n with an ample divisor H such that H n = 10 and KX = −(n − 2)H and a class of sexti

FANO VARIETIES AND EPW SEXTICS OLIVIER DEBARRE Abstract. We explore a connection between smooth projective varieties X of dimension n with an ample divisor H such that H n = 10 and KX = −(n − 2)H and a class of sexti

DocID: 1xVb2 - View Document

LE THÉORÈME DE KATZ-LANG par Jean-Baptiste Teyssier Ce texte est la version détaillée d’un exposé que j’ai donné dans le cadre du séminaire

LE THÉORÈME DE KATZ-LANG par Jean-Baptiste Teyssier Ce texte est la version détaillée d’un exposé que j’ai donné dans le cadre du séminaire "Théorie du corps de classe en dimension supérieure et ramification

DocID: 1xVaJ - View Document

arXiv:1804.06188v2 [cs.LG] 4 JulVC-Dimension Based Generalization Bounds for Relational Learning Ondˇrej Kuˇzelka∗

arXiv:1804.06188v2 [cs.LG] 4 JulVC-Dimension Based Generalization Bounds for Relational Learning Ondˇrej Kuˇzelka∗

DocID: 1xUOF - View Document