Neutrosophy means: Common Parts to Uncommon Things and Uncommon Parts to Common Things

Authors

  • Florentin Smarandache Emeritus Professor, PhD, PostDocs University of New Mexico; Mathematics, Physics, and Natural Science Division 705 Gurley Ave., Gallup, NM 87301, USA

Keywords:

Neutrosophy, Paradoxism, Dialectics, Yin Yang, Soft Sciences, Capitalism, Socialism, Psychoanalysis, Analytical Psychology, Democracy, Representative Democracy, Alchemy, Science, Dialectics, Structuralism, Post-Structuralism, Social Systems Theory, Paradoxical Intention, Pro choice, Pro-life, Cognitive-Behavioral Therapy, Psychodynamic Therapy.

Abstract

Let <A> be an item, concept, idea, proposition, school of thought, current, theory, etc., and <antiA> be the opposite of <A>. Analogously for <B> and its opposite <antiB>.

Neutrosophy means to find:

(i) Common parts to uncommon things(that is, <A>and <antiA> have something in common, or their intersection <A>∩<antiA>is not empty), and vice versa:

(ii)  Uncommon parts to common things(the two equal items <A>=<B>havealsouncommonparts, either <A>∩<antiB>is not empty, or <antiA>∩<B>is not empty).

Both,  the Common  Parts to  Uncommon  Things, and theUncommon  Parts to  Common  Things end up being part indeterminacy/neutrality situated between the opposites:  denoted by <neutA>, which means neither <A>nor <antiA>, but in between them;  and respectively by <neutB>, which similarly means neither <B>nor <antiB>, but in between them.

 

DOI: 10.5281/zenodo.11406438

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Published

2024-06-01

How to Cite

Florentin Smarandache. (2024). Neutrosophy means: Common Parts to Uncommon Things and Uncommon Parts to Common Things . Neutrosophic Sets and Systems, 68(68), 1-7. https://fs.unm.edu/nss8/index.php/111/article/view/4500

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