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1
An introduction to algebraic structures
Holden-Day
Azriel Rosenfeld
proposition
element
corollary
finite
theorem
groups
subgroup
function
subset
independent
isomorphic
lattice
sets
composition
abelian
prove
exists
semigroup
implies
defined
generated
ideal
subgroups
groupoid
isomorphism
cyclic
congruence
conversely
ordered
correspondence
commutative
vector
maximal
contains
readily
monogenic
trivial
finitely
evidently
homomorphism
product
quotient
absorbent
unrefinable
rings
proving
subgroupoid
similarly
supplemented
restriction
Anno:
1968
Lingua:
english
File:
DJVU, 2.26 MB
I tuoi tag:
0
/
0
english, 1968
2
An Introduction to Algebraic Structures
Azriel Rosenfeld
proposition
element
corollary
finite
theorem
groups
subgroup
function
subset
independent
lattice
isomorphic
sets
prove
abelian
composition
exists
implies
defined
semigroup
generated
groupoid
ideal
subgroups
cyclic
isomorphism
congruence
ordered
conversely
vector
commutative
maximal
correspondence
contains
readily
xes
finitely
monogenic
evidently
quotient
rings
trivial
product
absorbent
homomorphism
proving
unrefinable
similarly
subgroupoid
supplemented
Lingua:
english
File:
DJVU, 2.29 MB
I tuoi tag:
0
/
0
english
3
Introduction to Greedoids (revised version, November 1989)
Anders Björner
,
Günter M. Ziegler
greedoid
greedoids
interval
matroid
axiom
feasible
antimatroids
matroids
finite
poset
sets
edge
graph
implies
antimatroid
comments
examples
figure
rank
vertex
branching
convex
rooted
characterized
discussed
element
hereditary
subset
closure
define
ordered
proposition
pruning
bounds
independent
lovasz
lovdsz
maximal
node
polynomial
simplicial
trees
version
vertices
accessible
algorithm
algorithmic
combinatorial
definitions
equivalent
Anno:
1989
Lingua:
english
File:
PDF, 5.34 MB
I tuoi tag:
0
/
0
english, 1989
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