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1
A Primer of Subquasivariety Lattices
Springer
Kira Adaricheva
,
Jennifer Hyndman
,
J. B. Nation
,
Joy N. Nishida
lattice
lattices
algebraic
theorem
finite
element
quasivariety
operators
ẑ
generated
equaclosure
ηx
structures
dually
0̂
lemma
distributive
subquasivariety
equality
semilattice
implies
step
map
ϕ
b̂
preclop
congruence
satisfies
irreducible
quasivarieties
isomorphic
subset
bounded
compact
quasicritical
theories
â
atomic
consider
assume
directed
subsets
sect
κx
examples
maps
subquasivarieties
meets
ŝ
whence
Year:
2022
Language:
english
File:
PDF, 9.94 MB
Your tags:
0
/
5.0
english, 2022
2
The Lattice of Subquasivarieties of a Locally Finite Quasivariety
Springer International Publishing
Jennifer Hyndman
,
J. B. Nation
finite
lattice
algebras
quasivariety
quasicritical
quasivarieties
lattices
theorem
congruence
generated
finitely
satisfies
element
j0,2
irreducible
lemma
locally
unary
figure
subquasivarieties
εt
algebraic
structures
variety
equations
subdirect
corollary
conk
reflection
compact
congruences
equation
varieties
universal
atoms
implies
j1,2
j0,3
equivalent
subquasivariety
subalgebras
consider
dually
dziobiak
isomorphic
characterized
j1,3
atom
contains
subalgebra
Year:
2018
Language:
english
File:
PDF, 3.57 MB
Your tags:
0
/
0
english, 2018
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