Complex Intuitionistic Fuzzy Soft Lattice Ordered Group and Its Weighted Distance Measures
Mathematics, 2020 In recent years, the complex fuzzy set theory has intensified the attention of many researchers. This paper focuses on developing the algebraic structures pertaining to lattice ordered groups and lattice ordered subgroups for complex intuitionistic fuzzy
S. Rajareega, J. Vimala, D. Preethi
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Tuning the Crystal Structure of Amphiphilic 3,4,5-Tris(alkyloxy)benzenesulfonates with Bulky Tetrabutylammonium Cations by Variation in the Aliphatic Chain [PDF]
Molecules3,4,5-Tris(alkyloxy)benzenesulfonates constitute a class of wedge-shaped dendrons exhibiting liquid crystalline properties, characterized by a diverse and intricate phase behavior that is predominantly governed by the length of the terminal aliphatic ...
Aleksei Stupnikov +6 more
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When ${\rm Min}(G)^{-1}$ has a clopen $øldpi$-base [PDF]
Mathematica Bohemica, 2021 It is our aim to contribute to the flourishing collection of knowledge centered on the space of minimal prime subgroups of a given lattice-ordered group. Specifically, we are interested in the inverse topology. In general, this space is compact and $T_1$,
Ramiro Lafuente-Rodriguez +1 more
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A classification of hull operators in archimedean lattice-ordered groups with unit [PDF]
Categories and General Algebraic Structures with Applications, 2020 The category, or class of algebras, in the title is denoted by $\bf W$. A hull operator (ho) in $\bf W$ is a reflection in the category consisting of $\bf W$ objects with only essential embeddings as morphisms.
Ricardo E. Carrera, Anthony W. Hager
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Lattice-ordered groups generated by an ordered group and regular systems of ideals [PDF]
Rocky Mountain Journal of Mathematics, 2017 Unbounded entailment relations, introduced by Paul Lorenzen (1951), are a slight variant of a notion which plays a fundamental role in logic (see Scott 1974) and in algebra (see Lombardi and Quitte 2015). We call systems of ideals their single-conclusion
T. Coquand, H. Lombardi, S. Neuwirth
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Some results on 𝒍-fuzzy soft groups under bounded sum and bounded difference operations [PDF]
Pandian Journal of Mathematical Sciences, 2023 Lattice ordered group has been developed by J.Vimala. After that J. Arockia Reeta and J. Vimala introduced Lattice ordered fuzzy soft groups(𝑙-FSG) and obtained real life applications.
Dr. J. Arockia Reeta
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Disentangling supercohomology symmetry-protected topological phases in three spatial dimensions
Physical Review Research, 2021 We build exactly solvable lattice Hamiltonians for fermionic symmetry-protected topological (SPT) phases in (3+1)D classified by group supercohomology.
Yu-An Chen +2 more
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Crystals, 2020 The one-dimensional extended Hubbard model with lattice dimerization and alternated site potentials is analyzed using the renormalization group method.
M. Ménard, C. Bourbonnais
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Atomic structure of a nudivirus occlusion body protein determined from a 70-year-old crystal sample
Nature Communications, 2023 Infectious protein crystals are an essential part of the viral lifecycle for double-stranded DNA Baculoviridae and double-stranded RNA cypoviruses. These viral protein crystals, termed occlusion bodies or polyhedra, are dense protein assemblies that form
Jeremy R. Keown +12 more
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Facile, clean and rapid exfoliation of boron-nitride using a non-thermal plasma process
Materials Today Advances, 2021 Non-Thermal Plasma source was used in this work to exfoliated boron-nitride (BN) powders. The generation of hexagonal BN nanosheets (h-BNNSs) few-layered was observed by TEM.
Rodrigo F.B. de Souza +5 more
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