# Continuous and Smooth Envelopes of Topological Algebras. Part 2

@article{Akbarov2017ContinuousAS, title={Continuous and Smooth Envelopes of Topological Algebras. Part 2}, author={S. Akbarov}, journal={Journal of Mathematical Sciences}, year={2017}, volume={227}, pages={669-789} }

Since the first optical instruments were invented, the idea that the visible image of an object under observation depends on tools of observation became commonly assumed in physics. A way of formalizing this idea in mathematics is the construction that assigns to an arbitrary object A in a category K its envelope EnvΦΩA$$ {\mathrm{Env}}_{\varPhi}^{\varOmega}\kern0.5em A $$ in a given class of morphisms (a class of representations) Ω with respect to a given class of morphisms (a class of… Expand

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