Lattice-valued soft algebras

Lattice-Valued Topological Systems as a Framework for Lattice-Valued Formal Concept Analysis

“…Coming back to powerset operators, the following extension of the forward one has already appeared in a more general way in [28], being different from the respective lattice-valued approaches of Rodabaugh.…”

“…In particular, in [28], we started the theory of lattice-valued soft universal algebra, whereas Denniston et al presented in [29,30] a challenging categorical outlook on a certain lattice-valued extension of Formal Concept Analysis (FCA) of Ganter and Wille [31]. Similar to the case of lattice-valued topological systems, their research motivated us to take a deeper look into the proposed topic of lattice-valued FCA, thereby streamlining the motivating approach of Denniston et al and also extending some of their results.…”

L- Fuzzy (K,e)-Soft Quasi Uniform Spaces and L-Fuzzy (K,e)-Soft Topogenous Spaces

“…Later, Maji et al [15] introduced the concept of a fuzzy soft set which combines a fuzzy set and a soft set. Presently, the soft set theory is making progress rapidly [1,2,6,[15][16][17][18][19]26,28,31,32]. The topological structures of soft sets have been developed by many researchers [3,5,8,23,27,29,30,33].…”