Results 61 to 70 of about 369 (115)
We study N=(0,2) deformed (2,2) two-dimensional sigma models. Such heterotic models were discovered previously on the world sheet of non-Abelian strings supported by certain four-dimensional N=1 theories.
Chen, Jin +3 more
core +1 more source
Topologies on Hyper BCK-Algebra \([0, 1]\)
In this paper, we introduce the definition of a hyper operation $\ast$ on the set [0,1], and with this hyper operation, we will show that [0,1] is a hyper BCK-algebra. We also investigate the topologies that will be formulated with $B_R{([0,1])}$ and $B_L{([0,1])}$ and show some topology of $R_[0,1](A)$ and $L_[0,1](A)$.
Erneta Payla, Luzviminda Ranara
openaire +1 more source
Bipolar Fuzzy Commutative Hyper BCK-ideals in Hyper BCK-algebras
This study introduces the concept of bipolar fuzzy commutative hyper BCK-ideals (BF-CHBCKIs) within the algebraic framework of hyper BCK-algebras, offering a novel approach to modeling dual uncertainty through bipolar fuzzy sets. By defining and classifying BF-CHBCKIs across multiple types and examining their structural relationships with reflexive ...
D. Ramesh +3 more
openaire +1 more source
ERG RELATION ON HYPER K-ALGEBRAS [PDF]
. In this manuscript at first by considering the notion of equivalence, regular and good, (ERG), relations on a hyper K-algebra H, we characterize it on a hyper Kalgebra H in which H is an (H-absorbing hyper K-ideal)-decomposable. Then we investigate the
Japonicae Scientiae Mathematicae, Online
core
Quasi-Isometric Embeddings of Symmetric Spaces
We prove a rigidity theorem that shows that, under many circumstances, quasi-isometric embeddings of equal rank, higher rank symmetric spaces are close to isometric embeddings.
Fisher, David, Whyte, Kevin
core +2 more sources
LATTICE OF WEAK HYPER K-IDEALS OF A HYPER K-ALGEBRA [PDF]
. In this note, we study the lattice structure of the class of all weak hyper K-ideals of a hyper K-algebra. We first introduce the notion of (left, right) scalar element in a hyper K-algebra which helps us to characterize the weak hyper K-ideals ...
M Bakhshi
core
CORE 2.1 (COmpendium of RElations, Version 2.1)
The present CORE 2.1 (COmpendium of RElations, Version 2.1) contains various formulas and relations used in the practical calculations in the Standard Model.
Borodulin, V. I. +2 more
core
Some results on hyper BCK-algebras
In this paper by considering the notion of hyper BCK -algebra, we state and prove sometheorems which determine the relationship among weak hyper BCK -ideals, positiveimplicative hyper BCK -ideals of types 1, 3, . . . , 8 and hypersubalgebras, under somesuitable conditions.
Bakhshi, M., Bakhshi, M.
openaire +1 more source
Fuzzy regular congruence relations on hyper BCK -algebras
In this manuscript, by considering the notion of fuzzy regular congruencerelation on a hyper BCK -algebra, we construct a quotient hyper BCK -algebra and then we state and prove some related theorems. Finally, westate and prove isomorphism theorems on that structure.
Borzooei, R., Bakhshi, M.
openaire +1 more source

