Goto Chapter: Top 1 2 3 Bib Ind
 [Top of Book]  [Contents]   [Previous Chapter]   [Next Chapter] 

References

[AOUW15] Alp, M., Odabas, A., Uslu, E. O. and Wensley, C. D., XMod: Crossed Modules and Cat1-groups in GAP, 2.44 (2015), 1--62 pages.

[AW00] Alp, M. and Wensley, C. D., Enumeration of cat1-groups of low order, Int. J. Algebra and Computation, 10 (2000), 407--424.

[AE03] Arvasi, Z. and Ege, U., Annihilators, multipliers and crossed modules, Applied Categorical Structures, 11 (2003), 487--506.

[AO15] Arvasi, Z. and Odabas, A., Computing 2-dimensional algebras: Crossed modules and Cat1-algebras, J. Algebra and Its Applications, DOI (2015), 10.1142/S0219498816501851.

[AP96] Arvasi, Z. and Porter, T., Simplicial and Crossed Resolutions of Commutative Algebras, J. Algebra, 181 (1996), 426--448.

[AP98] Arvasi, Z. and Porter, T., Freeness Conditions for 2-Crossed Modules of Commutative Algebras, Applied Categorical Structures, 6 (1998), 455--471.

[Bro82] Brown, R., Higher Dimensional Group Theory,, in Low Dimensional Topology, London Mathematical Society, London Math. Soc. Lecture Note Series, 48 (1982).

[Bro87] Brown, R., From groups to groupoids: a brief survey, Bull. London Math. Soc., 19 (1987), 113--134.

[Ell88] Ellis, G. J., Higher Dimensional Crossed Modules of Algebras, J. Pure and Appl. Algebra, 52 (1988), 277--282.

[Lod82] Loday, J. L., Spaces with finitely many non-trivial homotopy groups, J. App. Algebra, 24 (1982), 179--202.

[Mos86] Mosa, G. H., Higher dimensional algebroids and crossed complexes, Ph.{D}.~thesis, University of Wales, Bangor (U.K.) (1986).

[Oda09] Odabas, A., Crossed Modules of Algebras with GAP, Ph.{D}.~thesis, Osmangazi University, Eskisehir (2009).

[Por87] Porter, T., Some categorical results in the theory of crossed modules in commutative algebras, J. Algebra, 109 (1987), 415--429.

[Whi49] Whitehead, J. H. C., Combinatorial homotopy II, Bull. Amer. Math. Soc., 55 (1949), 453--496.

 [Top of Book]  [Contents]   [Previous Chapter]   [Next Chapter] 
Goto Chapter: Top 1 2 3 Bib Ind

generated by GAPDoc2HTML