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首页> 外文期刊>International Research Journal of Pure Algebra >? THE PRODUCT SPAN OF SUM SPAN OF A SUBSET OF A COMPLETELY BOUNDED ARTEX SPACE OVER A BI-MONOID
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? THE PRODUCT SPAN OF SUM SPAN OF A SUBSET OF A COMPLETELY BOUNDED ARTEX SPACE OVER A BI-MONOID

机译：？双MONION上完全有界Artex空间的子集的和范围的乘积范围

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摘要

When Sum Combination is introduced, it was introduced only for a finite subset of an Artex Space A over a bi-monoid M. Now the sum span for any subset of a completely bounded Artex space over a bi-monoid is defined. When Product Combination is introduced, it was introduced only for a finite subset of an Artex Space over a bi-monoid. Now the Product span for any subset of a completely bounded Artex space over a bi-monoid is defined. The product span of sum span of a subset of a completely bounded artex space over a bi-monoid is defined. Propositions were found and proved.
机译：引入求和组合时，仅对双单调素M上的Artex空间A的有限子集引入。现在，定义了双单峰上完全有界Artex空间的任何子集的总和跨度。引入产品组合时，仅对双Monoid上Artex空间的有限子集引入了产品组合。现在，定义了双Monoid上完全有界Artex空间的任何子集的乘积跨度。定义了双monoid上完全有界artex空间的子集的总跨度的乘积跨度。找到并证明了命题。

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