On Semi 3aCrossed Module by Using Simplicial Algebra
Abstract
Using simplicial algebra, semi 3 crossed module of commutative algebra is defined and some of the examples and results of semi 3 -crossed module are given.
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References
Ref Unknown Title.
N Ashley (1978) Simplicial T-Complexes: a non abelian version of a theorem of Dold-Kan Dissertationes Math. 165, 11-58.
Z Arvasi, T Porter (1994) Simplicial and Crossed Resolutions of Commutative Algebras. 181(2), 426-448.
P Carrasco, A Cegarra (1991) Group-theoretic algebraic models for homotopy types. 75(3), 195-235.
Daniel Conduché (1984) Modules croisés généralisés de longueur 2. 34(2-3), 155-178.
A Grandjeán, M Vale (1986) 2-Modulos cruzados en la cohomologia de André-Quillen. 22, 1-28.
Ali Mutlu (2000) Free 2-Crossed Complexes of Simplicial Algebras. 5(1), 13-22.
A Mutlu, T Porter (1998) Freeness Conditions for 2-Crossed Modules and Complexes. 4(8), 174-194.
B Mutlu (2002) 6 Crossed modules of racks. 319-366.
T Porter (1986) Homology of commutative algebras and an invariant of Simis and Vasconcelos. 99, 458-465.
J Whitehead (1949) Combinatorial Homotopy I and II. 55, 453-496.
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2012-09-12
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