Soft set theory is a general mathematical tool for dealing with uncertain, fuzzy, not clearly defined objects. In this paper we introduced soft neutrosophic biLA-semigroup,soft neutosophic sub bi-LA-semigroup, soft neutrosophic N -LA-semigroup with the discuission of some of their characteristics. We also introduced a new type of soft neutrophic bi-LAsemigroup, the so called soft strong neutrosophic bi-LAsemigoup which is of pure neutrosophic character. This is also extend to soft neutrosophic strong N-LA-semigroup. (...) We also given some of their properties of this newly born soft structure related to the strong part of neutrosophic theory. (shrink)

In this paper we define neutrosophic bi-LAsemigroup and neutrosophic N-LA-semigroup. Infact this paper is an extension of our previous paper neutrosophic left almost semigroup shortly neutrosophic LAsemigroup. We also extend the neutrosophic ideal to neutrosophic biideal and neutrosophic N-ideal. We also find some new type of neutrosophic ideal which is related to the strong or pure part of neutrosophy. We have given sufficient amount of examples to illustrate the theory of (...) neutrosophic bi-LA-semigroup, neutrosophic N-LAsemigroup and display many properties of them this paper. (shrink)

In this paper we have defined neutrosophic ideals, neutrosophic interior ideals, netrosophic quasi-ideals and neutrosophic bi-ideals (neutrosophic generalized bi-ideals) and proved some results related to them. Furthermore, we have done some characterization of a neutrosophic LA-semigroup by the properties of its neutrosophic ideals. It has been proved that in a neutrosophic intra-regular LA-semigroup neutrosophic left, right, two-sided, interior, bi-ideal, generalized bi-ideal and quasi-ideals coincide and we have also proved that the (...) set of neutrosophic ideals of a neutrosophic intra-regular LA-semigroup forms a semilattice structure. (shrink)

Neutrosophic LA-semigroup is a midway structure between a neutrosophic groupoid and a commutative neutrosophic semigroup. Rings are the old concept in algebraic structures. We combine the neutrosophic LA-semigroup and ring together to form the notion of neutrosophic LA-semigroup ring. Neutrosophic LAsemigroup ring is defined analogously to neutrosophic group ring and neutrosophic semigroup ring.

In this paper we extend the theory of neutrosophy to study left almost semigroup shortly LAsemigroup. We generalize the concepts of LA-semigroup to form that for neutrosophic LA-semigroup. We also extend the ideal theory of LA-semigroup to neutrosophy and discuss different kinds of neutrosophic ideals. We also find some new type of neutrosophic ideal which is related to the strong or pure part of neutrosophy. We have given many examples to illustrate the theory (...) of neutrosophic LA-semigroup and display many properties of neutrosophic LA-semigroup in this paper. (shrink)

Resumen: Este artículo sostiene que algunas Meta-Picto-Poesías del Paisaje compuestas por el poeta estadounidense Gary Snyder toman como tema la pintura china del paisaje con las características de la antigua poesía china, resplandeciente de incomparable encanto artístico y sustancia cultural. La poesía de este tipo es una combinación perfecta de elementos orientales y occidentales, que integra las culturas, los pensamientos y las artes de ambas partes, cuya apreciación crea una experiencia compleja con un híbrido de formas artísticas y espacios estéticos. (...) Gary Snyder no es sólo un eco-poeta, sino también un estilista y un hombre de práctica. Sus obras poéticas revelan la relación de fomento entre literatura, cultura y naturaleza. El artículo pretende hacer un intento transcultural, interdisciplinar y multidisciplinar en la crítica de Snyder, con métodos analíticos que incluyen culturas orientales y occidentales, visiones antiguas y actuales, así como experiencias dinámicas y estáticas. (shrink)

al-juzʼ 1. Ṣayrūrat al-taʼāluf al-fikrī al-jadīd wa-al-intiqāl ilá al-taṣawwuf -- al-juzʼ 2. al-Kalām -- al-juzʼ 3. al-Falsafah -- al-juzʼ 4. al-Akhlāq.

Sûfîlik ve şiîlik günümüzde birbirlerinden ayrı iki düşünce sisteminin adı olsa da, Şîa’nın imam gördüğü şahsiyetlerle, sûfîlerin velî gördüğü bazı zâtların ortak olması, iki ekolün imâmete/velâyete benzer bir yaklaşım içerisinde bulunmalarını mümkün kılmaktadır. Bu doğrultuda sûfî ve şiîlerin bilgi açısından insanları sınıflandırma şekilleri incelendiğinde birbirlerine yakın görüşler ürettikleri ortaya çıkmaktadır. Her iki ekolün insan sınıflandırmasında avam, havas ve havasü’l-havas diyebileceğimiz üçlü sınıflandırma göze çarpmaktadır. Bu sınıflandırmanın epistemolojik açıda yapıldığı görülmektedir. Bu bağlamda bilgiye ulaşabilme noktasında havasü’l-havasın duyu ötesi bilgiye ulaşabilirliği benimsenirken, (...) diğer insanların standart bilgi kaynaklarının dışına çıkamayacağı kabul edilir. Havasü’l-havas teriminin sûfî düşüncede peygamberler ve velîleri, şiî düşüncede ise peygamberler ve imamları içine alması, bu iki düşünce sisteminin birbirlerine olan etkisi olarak düşünülebilir. (shrink)

Le dialogue requiert au moins deux personnes. Encore faut-il s'entendre, notamment dans le dialogue interreligieux, sur la définition de la "personne". Rien là d'évident, contrairement aux apparences : à chaque définition du Dieu vivant correspond une définition du croyant dans chaque fibre de son être. D'où la nécessité d'une anthropologie du dialogue, où chacun s'interrogerait : "Y a-t-il réciprocité, de sorte que lui et moi nous considérions comme des égaux?" Cette anthropologie, l'auteur, dès les années 1960, a entrepris de la (...) fonder, en conjuguant Tradition musulmane et philosophie occidentale (française principalement). Homme de foi, il présente d'abord l'islam d'une façon claire et synthétique, mettant en relief la dimension de témoignage ; puis il examine les réserves que l'islam peut rencontrer chez un Occidental (transcendance et athéisme, statut de la femme, de l'esclave, des minorités...) ; enfin, face au danger de dépersonnalisation de la culture musulmane, il tente de montrer en quoi l'islam est une "religion d'espoir". (shrink)

Mysticism ; Islamic philosophy ; Sufism.

In this book the authors introduced the notions of soft neutrosophic algebraic structures. These soft neutrosophic algebraic structures are basically defined over the neutrosophic algebraic structures which means a parameterized collection of subsets of the neutrosophic algebraic structure. For instance, the existence of a soft neutrosophic group over a neutrosophic group or a soft neutrosophic semigroup over a neutrosophic semigroup, or a soft neutrosophic field over a neutrosophic field, (...) or a soft neutrosophic LA-semigroup over a neutrosophic LAsemigroup, or a soft neutosophic loop over a neutrosophic loop. It is interesting to note that these notions are defined over finite and infinite neutrosophic algebraic structures. These structures are even bigger than the classical algebraic structures. This book contains five chapters. Chapter one is about the introductory concepts. In chapter two the notions of soft neutrosophic group, soft neutrosophic bigroup and soft neutrosophic N-group are introduced and many fantastic properties are given with illustrative examples. (shrink)

Los elementos básicos sobre los que se asienta esta contribución son; Por un lado, el reconocimiento de las características básicas de los instrumentos de soft law y la apreciación de su desnaturalización. Y, por otro lado, el análisis del fenómeno expansivo del Derecho penal y su vinculación con la globalización y la sociedad del riesgo. Su análisis conjunto me permitirán determinar la efectiva incidencia del soft law en la expansión del Derecho penal, a la luz de lo sucedido en el (...) caso del autoblanqueo de capitales, que aunado a la tipificación de las conductas de utilizar y poseer, y siendo considerado como delito previo el fraude fiscal genera importantes quiebras en uno de los principios más básicos y elementales del Derecho penal del Estado de Derecho, esto es, el principio non bis in idem. (shrink)

In the fifth version of our reply article [26] to Imamura's critique, we recall that Neutrosophic Non-Standard Logic was never used by the neutrosophic community in any application, that the quarter-century old (1995-1998) neutrosophic operators criticized by Imamura were never used as they were improved soon after, but omits to talk about their development, and that in real-world applications we need to convert/approximate the hyperreals, monads and bi-nads of Non-Standard Analysis to tiny intervals with the desired precision; (...) otherwise they would be inapplicable. We pointed out several errors and false statements by Imamura [21] regarding the inf/sup of nonstandard subsets, also Imamura's "rigorous definition of neutrosophic logic" is incorrect, as is his definition of nonstandard unit interval, and we showed that there is no total order in Neutrosophic Computing and Machine Learning , Vol. 23, 2022 Florentin Smarandache, Definición mejorada de la lógica neutrosófica no estándar e introducción a los hiperreales neutrosóficos (Quinta versión) 2 the set of hyperreals (due to the recently introduced Neutrosophic Hyperreals which are indeterminate), so the Transfer Principle from R to R* is questionable. After his critique, several reply posts on non-standard theoretical neutrosophy followed in 2018-2022. As such, I extended the Nonstandard Analysis by adding the right-closed left monad, the left-closed right monad, the punctured binad (which we introduced in 1998), and the nonpunctured binad - all in order to close the newly extended nonstandard space (R*) under nonstandard addition, nonstandard subtraction, nonstandard multiplication, nonstandard division, and nonstandard power operations [23, 24]. Improved definitions of the Nonstandard Unitary Interval and Nonstandard Neutrosophic Logic are presented, along with Nonstandard Neutrosophic Operators. (shrink)

In this book the notion of semigroups under + is constructed using: the MOD natural neutrosophic integers, or MOD natural neutrosophic-neutrosophic numbers, or MOD natural neutrosophic finite complex modulo integer, or MOD natural neutrosophic dual number integers, or MOD natural neutrosophic special dual like number, or MOD natural neutrosophic special quasi dual numbers.

In this paper we show that Neutrosophic Statistics is an extension of Interval Statistics, since it deals with all kinds of indeterminacy (with respect to data, inferential procedures, probability distributions, graphical representations, etc.), allows for indeterminacy reduction, and uses neutrosophic probability which is more general than imprecise and classical probabilities, and has more detailed corresponding probability density functions. Whereas Interval Statistics only deals with indeterminacy that can be represented by intervals. And we respond to the arguments of Woodall (...) et al [1]. We show that not all indeterminacies (uncertainties) can be represented by intervals. Moreover, in some applications, we should use hesitant sets (which have less indeterminacy) instead of intervals. We redirect the authors to Plitogenic Probability and Plitogenic Statistics which are the most general forms of Multivariate Probability and Multivariate Statistics respectively (including, of course, Imprecise Probability and Interval Statistics as subclasses). (shrink)

Horʼot hilkhatiyot - ke-hanḥayot oh ke-tsiṿuyim.