2008Unpublished venueRequires access

On quotient structure hyperlattices

Xiaoguang Li

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Abstract

In this paper the concepts of strongly closed set of hyperlattices and scalar-upper bound identity element are introduced.The equivalence relation of hyperlattices and the scalar-upper bound identity set is constructed.some properties of quotient hyperlattices and theorem of quotient structure are also studied.Theorem of quotient structure is more significant for the quotient algebra.

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What this paper is about

In this paper the concepts of strongly closed set of hyperlattices and scalar-upper bound identity element are introduced.The equivalence relation of hyperlattices and the scalar-upper bound identity set is constructed.some properties of quotient hyperlattices and theorem of quotient structure are also studied.Theorem of quotient structure is more significant for the quotient algebra.

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Available abstract

In this paper the concepts of strongly closed set of hyperlattices and scalar-upper bound identity element are introduced.The equivalence relation of hyperlattices and the scalar-upper bound identity set is constructed.some properties of quotient hyperlattices and theorem of quotient structure are also studied.Theorem of quotient structure is more significant for the quotient algebra.

Key concepts: Quotient, Mathematics, Quotient algebra, Equivalence relation, Equivalence class (music), Pure mathematics, Equivalence (formal languages), Discrete mathematics

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