Algebraic exponentiation for categories of Lie algebras
Date
2012
Authors
Gray J.R.A.
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Abstract
For a category . C, D. Bourn's categories of points (categories of split epimorphisms with fixed codomain) can be defined as categories of the form . ((B,1B)↓(C↓B)) for some . B in . C. A categorical-algebraic concept of exponentiation, namely, right adjoints for the pullback functors between D. Bourn's categories of points, was introduced and studied in the author's Ph.D. Thesis. We show for every category of Lie algebras over a fixed commutative unital ring, that all exponents exist. © 2012 Elsevier B.V..
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Journal of Pure and Applied Algebra
216
09-Aug
1964
1967
216
09-Aug
1964
1967