通过数列空间代数的广义函数代数。功能性和关联
Algebras of generalized functions through sequence spaces algebras. Functoriality and associations
摘要：
从描述基于数列空间的各种广义函数代数出发，我们发展了考虑具有奇异系数的线性问题或非线性问题的一般框架。因此，我们证明函性质的代数，并显示如何弱等式，在这个意义上的各种协会，可以描述在此设置。
英文摘要：
Starting from a description of various generalized function algebras based on sequence spaces, we develop the general framework for considering linear problems with singular coefficients or non linear problems. Therefore, we prove functorial properties of those algebras and show how weak equalities, in the sense of various associations, can be described in this setting.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
