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1
Rhombus tilings and electrostatics [PhD thesis]
Universität Wien
Tomack Gilmore
tilings
holes
plane
lattice
hexagon
rhombus
paths
matrix
figure
theorem
partitions
vertices
tiling
partition
entries
symmetric
intersecting
boundary
corresponding
rhombi
path
remark
ciucu
triangles
suppose
hexagons
charges
corollary
formula
2bn
consider
holey
boxed
symmetry
determinant
fixed
horizontal
weighted
matchings
sets
triangular
function
edges
method
collinear
conjecture
dimensional
regions
formulas
hexagonal
Godina:
2017
Jezik:
english
Fajl:
PDF, 1.37 MB
Vaši tagovi:
0
/
0
english, 2017
2
New connections between the Abelian Sandpile Model and Domino Tilings [BA thesis]
Reed College
Laura Florescu
graph
grid
tilings
sandpile
domino
matrix
checkerboard
χn
symmetric
graphs
theorem
kπ
chebyshev
configuration
equal
symmetry
recurrent
trees
polynomials
spanning
edges
laplacian
recurrents
vertices
figure
polynomial
sym
edge
vertex
weight
determinant
denote
reduced
weighted
dimer
jπ
möbius
shown
dihedral
zve
cos2
directed
configurations
dual
kpw
sink
tiling
tridiagonal
u2m
matchings
Godina:
2011
Jezik:
english
Fajl:
PDF, 1.93 MB
Vaši tagovi:
0
/
0
english, 2011
3
On Leonid Gurvits’s proof for permanents
Monique Laurent
,
Alexander Schrijver
matrix
doubly
stochastic
conjecture
inequality
pera
permanents
waerden
polynomial
schrijver
column
degree
λa
nonnegative
stable
theorem
amsterdam
corollary
equal
gurvits
implies
row
assume
egorychev
function
gurvits’s
bounds
falikman
homogeneous
prove
α3
denotes
erdős
integer
mathematics
matrices
moreover
rényi
voorhoeve
arithmetic
cwi
entries
equality
geometric
netherlands
polynomials
tilburg
algebraic
consider
define
Godina:
2010
Jezik:
english
Fajl:
PDF, 116 KB
Vaši tagovi:
0
/
0
english, 2010
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