The paper discusses the relation of entropy change and quotient of heat-temperature based on the second law of thermodynamics. The result has been verified in practice.
通过热力学第二定律，从理论上分析熵变与热温商之间的关系，再进一步由实践验证之。
Through study on Rernel operation nature of duality relation, the definition of quotient set for every duality relation was presented.
通过对二元关系核运算性质的研究，定义出任何一个二元关系的商集。
In a BCI-algebra, a congruence relation is defined by using its intrinsic ideal, thus the intrinsic quotient algebra of the BCI -algebra is obtained.
利用BCI -代数的固有理想这一概念，在BCI -代数中定义了一个同余关系，从而得到这个BCI -代数的固有商代数。
The paper discusses the relation of entropy change and quotient of heat-temperature based on the second law of thermodynamics.
通过热力学第二定律，从理论上分析熵变与热温商之间的关系，再进一步由实践验证。
In this paper, several properties of seminorm on Sobolev space and its relation to some quotient norm are studied and the new results are obtained.
本文研究索伯·列夫空间半范数的某些性质及其与某类商范数的关系，得到了一些新结果。
The Relation Between Elevation of Equivalence Relation, Elevation of Distance, Hypertopology, Quotient topology and Topological Entropy.
等价关系和距离的提升与超拓扑，商拓扑，拓扑熵间的关系。
The Relation Between Elevation of Equivalence Relation, Elevation of Distance, Hypertopology, Quotient topology and Topological Entropy.
等价关系和距离的提升与超拓扑，商拓扑，拓扑熵间的关系。
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