A well known and referenced global result is the nilpotent characterisation of the finite p-groups. This un doubtedly transends into neutrosophy. Hence, this fact of the neutrosophic nilpotent p-groups is worth critical studying and comprehensive analysis. The nilpotent characterisation depicts that there exists a derived series (Lower Central) which must terminate at {ϵ} (an identity), after a finite number of steps. Now, Suppose that G(I) is a neutrosophic p-group of class at least m ≥ 3. We show in this paper (...) that Lm−1(G(I)) is abelian and hence G(I) possesses a characteristic abelian neutrosophic subgroup which is not supposed to be contained in Z(G(I)). Furthermore, If L3(G(I)) = 1 such that pm is the highest order of an element of G(I)/L2(G(I)) (where G(I) is any neutrosophic p-group) then no element of L2(G(I)) has an order higher than pm. (shrink)

REVIEWS: This is a very helpful volume and a good addition to contemporary scholarship on the valuable and little-known Jaina contribution to philosophy. Prof.Nagin Shah has edited the book well, including clear introduction and a very complete index.

Islamic philosophy; Ibn al-Muṭahhar al-Ḥillī, al-Ḥasan ibn Yūsuf, 1250-1325; Muslim scholars; 13th century; history.

Socio-philosophical work in response to the philosophy of Pitirim Aleksandrovich Sorokin.

In this book, S. A. Lloyd offers a radically new interpretation of Hobbes's laws of nature, revealing them to be not egoistic precepts of personal prudence but rather moral instructions for obtaining the common good.

Dictionary of terminology of Yoga philosophy.

Text with commentary, work on Advaita Vedanta.

Arab countries; intellectual life; congresses.

Verse and prose commentaries, with text, on Nyāyāvatārasūtra, verse treatise on Jain logic, by Siddhasena Divākara.

On the life of Mādhava, d. 1386, exponent of Dvaita philosophy.