REVIEW OF THE DEFINITION OF SUBSET AMD OF THE THEOREM : THE EMPTY SET IS A SUBSET OF EVERY SET

DHARMENDRA KUMAR YADAV

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REVIEW OF THE DEFINITION OF SUBSET AMD OF THE THEOREM : THE EMPTY SET IS A SUBSET OF EVERY SET

机译：子集定义和定理的回顾：空集是每个集的子集

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The aim of this review research paper is to redefine the "subset" in the Set Theory after discussing the classical definition of the subset and the theorem: "the empty set is a subset of every set."

机译：这篇综述性研究论文的目的是，在讨论子集的经典定义和定理后，重新定义集合论中的“子集”：“空集是每个集合的子集。”

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《Acta Ciencia Indica. Mathematics》 |2007年第3期|p.755-759|共5页
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DHARMENDRA KUMAR YADAV;
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正文语种 eng
中图分类自然科学总论;
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4. Generating Empty Convex Polygon Randomly from a Subset of Given Point Set [C] . Manas Kumar Mohanty, Sanjib Sadhu, Niraj Kumar, International Conference on Information Systems Design and Intelligent Applications . 2015

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5. Heuristic subset clustering for consideration set analysis [D] . Yuan, Ding 2007

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6. Improving the utilization of admission order sets in a computerized physician order entry system by integrating modular disease specific order subsets into a general medicine admission order set [O] . Rajika L Munasinghe, Camelia Arsene, Tarun K Abraham, 2011

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7. Is exemplification the one and only way to describe that empty set is subset of any sets? [O] . Trisna Roy Pradipta Et al. 2021

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REVIEW OF THE DEFINITION OF SUBSET AMD OF THE THEOREM : THE EMPTY SET IS A SUBSET OF EVERY SET

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