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1
An Introduction to Quasigroups and Their Representations
Smith J.
quasigroup
quasigroups
finite
element
multiplication
taylor
llc
theorem
representations
proposition
permutation
groups
matrix
introduction
congruence
abelian
category
homogeneous
corollary
function
suppose
product
map
module
nonempty
consider
define
defined
variety
functions
combinatorial
linear
isomorphism
subquasigroup
lemma
modules
universal
commutative
subgroup
idempotent
mlt
homomorphism
loops
shows
conjugacy
corresponding
sets
spaces
unique
transitive
Year:
2006
Language:
english
File:
PDF, 80.65 MB
Your tags:
0
/
0
english, 2006
2
An introduction to quasigroups and their representations
Chapman & Hall/CRC
Jonathan D. H. Smith
quasigroup
quasigroups
finite
element
multiplication
theorem
representations
proposition
permutation
groups
matrix
introduction
congruence
abelian
category
homogeneous
corollary
function
suppose
product
map
module
nonempty
consider
define
defined
variety
functions
combinatorial
linear
isomorphism
subquasigroup
lemma
modules
universal
commutative
subgroup
idempotent
mlt
homomorphism
loops
shows
conjugacy
corresponding
sets
spaces
unique
transitive
complex
matrices
Year:
2007
Language:
english
File:
PDF, 1.58 MB
Your tags:
0
/
0
english, 2007
3
Quasigroups and loops: Introduction
Heldermann Verlag
Hala O. Pflugfelder
theorem
quasigroup
loops
moufang
element
prove
quasigroups
isotope
autotopism
pseudo
automorphism
commutative
inverse
distributive
isotopic
isomorphic
groups
subloop
groupoid
isotopy
operation
corollary
satisfies
associative
implies
nucleus
subgroup
lemma
bijection
figure
consider
mapping
isomorphism
symmetric
finite
isotopes
defined
denote
totally
subquasigroup
product
isotopism
bijections
bruck
unique
exercises
similarly
steiner
autotopisms
automorphisms
Year:
1990
Language:
english
File:
DJVU, 2.67 MB
Your tags:
0
/
0
english, 1990
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