Anti-Isomorphisms of the Endomorphism Kings of a Class of Free Modules.
L. GEWIRTZMAN (1965)
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L. GEWIRTZMAN (1965)
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Stanley R. Samsky (1978)
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Mirko Lüdde (1996)
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Claudia Menini (1985)
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Paul E. SCHUPP (1971)
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Craig Huneke, Roger Wiegand (1994)
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W. Casselman (1977)
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Jing-song Huang (1993)
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Thomas J. Enright, Anthony Joseph (1990)
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Radoslav Dimitrić (1987)
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In this study we construct, in the category XAlg(R) / A of crossed A-modules of R-algebroids, the coproduct of given two crossed A-modules M = (μ : M → A) and N = (ɳ : N → A) of R-algebroids in two different ways: Firstly we construct the coproduct M ᴼ* N by using the free product M * N of pre-R-algebroids M and N, and then we construct the coproduct M ᴼ⋉ N by using the semidirect product M ⋉ N of M and N via μ. Finally we construct an isomorphism betweenM ᴼ* N and M ᴼ⋉ N.
R.B. jr. Warfield (1972)
Mathematische Annalen
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