The study presents a novel conception of aggregation operators (AOs) based on bipolar neutrosophic sets by using Hamacher operations and their application in modeling real-life multicriteria decision-making problems. set represents incomplete, inconsistent, indeterminate information effectively. For better understanding this paper, we have explained all essential definitions respective derived ...

En el presente artículo intentaremos proporcionar una respuesta tentativa para dar cuenta de un rasgo o trazo temático que a nuestro parecer se muestra insistente en la escritura Werner Hamacher. Dicha insistencia hace patente cuando trata hacer comprensible naturaleza relación, no ha sido abordada debidamente historia del pensamiento (por ejemplo, con Aristóteles Hegel, entre otros). Sea ella ...

It is well known that the greedy algorithm solves matroid base problems for all linear cost functions and is, in fact, correct if and only if the underlying combinatorial structure of the problem is a matroid. Moreover, the algorithm can be applied to problems with sum, bottleneck, algebraic sum or k-sum objective functions. In this paper, we address matroid base problems with a more general – ...

A generalized form of union and intersection on FFS can be formulated from a t-norm (TN) t-conorm (TCN). Hamacher operations such as product sum are good alternatives to produce sum. The generate more flexible accurate results in decision-making process due the working parameter involved these operations. intuitionistic fuzzy set, briefly IFS its extension involving Pythagorean set (PFS) Fermat...

We make a probabilistic analysis related to some inference rules which play an important role in nonmonotonic reasoning. In a coherence-based setting, we study the extensions of a probability assessment defined on n conditional events to their quasi conjunction, and by exploiting duality, to their quasi disjunction. The lower and upper bounds coincide with some well known t-norms and t-conorms:...

This paper presents new results concerning the effective practical computation of the membership function of the infinite sum (defined via the supHamacher-norm convolution) of triangular fuzzy numbers. Namely, we shall calculate the limit distribution of the Hγ-sum ã1 ⊕ ã2 ⊕ · · · ⊕ ãn ⊕ · · · of triangular fuzzy numbers ãi, i ∈ N, for γ = 0, 1, 2.

This paper deals with multi-criteria decision making (MCDM) problems with multiple priorities, in which priority weights associated with the lower priority criteria are related to the satisfactions of the higher priority criteria. To do so, we first propose a prioritized weighted aggregation operator based on ordered weighted averaging (OWA) operator and triangular norms (t-norms). In order to ...

By extending the method of semi-modules developed by de Jong, Oort, Viehmann and Hamacher, we introduce a stratification for affne Deligne-Lusztig variety (in Grassmannian) attached to minuscule cocharacter basic element. As an application, complete proof conjecture on irreducible components varieties, due Miaofen Chen Xinwen Zhu.