Discriminants, resultants, and multidimensional...

Discriminants, resultants, and multidimensional determinants

Israel M. Gelfand, Mikhail Kapranov, Andrei Zelevinsky
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An introduction to hypergeometric functions, using new approaches in algebraic geometry, combinatorics and homological algebra. The authors present their results, relating discriminants and resultants with general hypergeometric functions and geometry of convex polytopes and triangulations.
Kategori:
Mathematics
Tahun:
1994
Edisi:
1
Penerbit:
Birkhäuser
Bahasa:
english
Halaman:
266
ISBN 10:
3764336609
ISBN 13:
9783764336608
Nama seri:
Mathematics: theory & applications
File:
DJVU, 6.28 MB
IPFS:
CID , CID Blake2b
english, 1994
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Istilah kunci

 
theorem
proposition
complex
variety
vector
polynomial
degree
consider
projective
denote
matrix
corresponding
polytope
polynomials
forms
linear
resultant
affine
determinant
dimensional
varieties
cone
lemma
coordinates
chow
defined
zero
equal
function
homogeneous
complexes
hypersurface
dimension
dual
differential
vertices
formula
variables
discriminant
toric
algebraic
triangulations
product
lattice
convex
sheaves
coherent
polytopes
irreducible
monomials
triangulation
figure
coefficients
suppose
map
sheaf
spaces
functions
subspace
corollary

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