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Weakly Iterated Block Products of Finite Monoids
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Weakly Iterated Block Products of Finite. Monoids. Howard Straubing and Denis Th/erien. 1 Introduction. Rhodes and Tilson [5] introduced the bilateral ...
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Weakly Iterated Block Products of Finite Monoids
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由 H Straubing 著作2002被引用 27 次 — We show that weakly iterated block products of semilattices correspond exactly to the well-known variety DA of finite monoids: if groups are ...
Weakly Iterated Block Products of Finite Monoids
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由 H Straubing 著作2002被引用 27 次 — We show that weakly iterated block products of semilattices correspond exactly to the well-known variety DA of finite monoids: if groups are allowed as factors, ...
Weakly Iterated Block Products of Finite Monoids
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由 H Straubing 著作2002被引用 27 次 — We show that weakly iterated block products of semilattices correspond exactly to the well-known variety DA of finite monoids: if groups are allowed as factors, ...
Weakly Iterated Block Products of Finite Monoids
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It is shown that weakly iterated block products of semilattices correspond exactly to the well-known variety DA of finite monoids: if groups are allowed as ...
Weakly Iterated Block Products of Finite Monoids
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2024年11月21日 — We show that weakly iterated block products of semilattices correspond exactly to the well-known variety DA of finite monoids: if groups are ...
Weakly Iterated Block Products of Finite Monoids (2002)
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Abstract: The block product of monoids is a bilateral version of the better known wreath product. Unlike the wreath product, block product is not ...
Weakly Iterated Block Products of Finite Monoids | CoLab
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The block product of monoids is a bilateral version of the better known wreath product. Unlike the wreath product, block product is not associative.
WEAKLY ITERATED BLOCK PRODUCTS AND ...
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由 H STRAUBING 著作2010被引用 4 次 — WEAKLY ITERATED BLOCK PRODUCTS AND APPLICATIONS TO LOGIC AND COMPLEXITY ; HOWARD STRAUBING, ; PASCAL TESSON, and ; DENIS THÉRIEN.
Weakly Iterated Block Products and Applications to Logic and ...
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Characterizing for any pseudovarieties of monoids U, V the smallest Pseudovariety W that contains U and such that W □ V = W allows us to obtain new ...