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A Generalization of Zariski Topology

2020
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Tekir, Ünsal   +3 more
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CZ-Groups and the Zariski Topology

1973
Let U be the space of n-row vectors over the field F and R = F [X1,..., X n ], the polynomial ring over F in n indeterminates. A subset A of U is said to be closed in U if there exists a subset S of R such that A is the set of zeros of S, that is if $$ A = \left\{ {\left( {{a_{1}}, \ldots ,{a_{n}}} \right) \in U:f\left( {{a_{1}}, \ldots ,{a_{n ...
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On the Zariski topology of $Ω$-groups

2017
This is a corrected version of the ...
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Pre-Zariski topology

Boletim da Sociedade Brasileira de Matemática, 1974
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