Introduction to Neutrosophic Sociology (Neutrosociology)

By Smarandache, Florentin

Book Id: WPLBN0100303026
Format Type: PDF eBook:
File Size: 1.17 MB
Reproduction Date: 5/1/2019

Title:	Introduction to Neutrosophic Sociology (Neutrosociology)
Author:	Smarandache, Florentin
Volume:
Language:	English
Subject:	Non Fiction, Social Sciences
Collections:	Sociology, Authors Community
Historic Publication Date:	2019
Publisher:	Pons Editions

Member Page:	Infinite Science
Citation APA MLA Chicago Smarandache, B. F. (2019). Introduction to Neutrosophic Sociology (Neutrosociology). Retrieved from http://www.gutenberg.cc/

Description
Neutrosophic Sociology (or Neutrosociology) is the study of sociology using neutrosophic scientific methods. The huge social data that we face in sociology is full of indeterminacy: it is vague, incomplete, contradictory, hybrid, biased, ignorant, redundant, superfluous, meaningless, ambiguous, unclear, etc. That’s why the neutrosophic sciences (which deal with indeterminacy), through the process of neutrosophication, are involved, such as: neutrosophy (a new branch of philosophy), neutrosophic set, neutrosophic logic, neutrosophic probability and neutrosophic statistics, neutrosophic analysis, neutrosophic measure, and so on. Neutrosophy studies only the triads (, , ), where is an item or a concept, that make sense in the real world. The process of neutrosophication means: - converting a crisp concept {i.e. (1, 0, 0)-concept, which means concept that is 100% true, 0% indeterminate, and 0% false} into a neutrosophic concept {i.e. (T, I, F)-concept, which is T% true, I% indeterminate, and F% false – which more accurately reflects our imperfect, non-idealistic reality}, or more general into a refined (T1, T2, …; I1, I2, …; F1, F2,…)-concept; - or the conversion of a crisp (1 or 0), fuzzy (T), or intuitionistic fuzzy (T, F) numbers into a neutrosophic number (T, I, F); - or the conversion of a crisp (exact) number N into a neutrosophic number of the form N = a + bI, where a is the determinate part of number N and bI the indeterminate part of number N.