Supplementary Files
Keywords
coreflective and reflective subcategory
left product of two subcategories
oreflective subcategory of the topological Mackey spaces
subcategory of spaces with weak topology
left product of two subcategories
oreflective subcategory of the topological Mackey spaces
subcategory of spaces with weak topology
How to Cite
BOTNARU, D., & T¸URCANUA. (2019). SOME PROPERTIES OF LEFT PRODUCT OF TWO SUBCATEGORIES. Acta Et Commentationes Exact and Natural Sciences, 4(2), 35-44. https://doi.org/10.36120/2587-3644.v4i2.35-44
Abstract
We study some properties of left product of two subcategories: one coreflective and one reflective in the category of local convex topological vectorial Hausdorff spaces. In this work on examined the situation generated by a structures of factorization (P 00 , I 00) with certain properties, allowing to prove that the left product of some coreflective subcategories with any P 00 - reflective subcategory is one and the same. In addition, be indicated examples of coreflectors and reflectors functors which commutes
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