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Bipolar Fuzzy Pseudo-UP Ideal Of Pseudo-UP Algebra. [PDF]
F1000ResMechderso AA +3 more
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Symplectic Structures on the Space of Space Curves. [PDF]
J Nonlinear SciBauer M, Ishida S, Michor PW.
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Geometric and arithmetic characterization of [Formula: see text]-module flatness with applications to tensor products. [PDF]
PLoS OneTang JG, Lei HR, Liu M, Peng JY.
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Kolmogorovian Censorship, Predictive Incompleteness, and the Locality Loophole in Bell Experiments. [PDF]
Entropy (Basel)Grangier P.
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Representation of fuzzy subalgebras by crisp subalgebras
Fuzzy Sets and Systems, 2003For any nonempty set \(X\), let \(X_L\) denote the set of all fuzzy points of \(X\). A subset \(Z\) of \(X_L\) is called closed if for any \(x\in X\) and any \(M\subseteq L\), the fuzzy point \(F_x^{\sup M}\in Z\Leftrightarrow F^a_x\in Z\) for all \(a\in M\).
U. M. Swamy, N. V. E. S. Murthy
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Fuzzy Sets and Systems, 1998
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Kanat S. Abdukhalikov +2 more
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Kanat S. Abdukhalikov +2 more
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Communications in Algebra, 2016
We classify the solvable subalgebras, semisimple subalgebras, and Levi decomposable subalgebras of , up to inner automorphism. By Levi's Theorem, this is a full classification of the subalgebras of .
Andrew Douglas, Joe Repka
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We classify the solvable subalgebras, semisimple subalgebras, and Levi decomposable subalgebras of , up to inner automorphism. By Levi's Theorem, this is a full classification of the subalgebras of .
Andrew Douglas, Joe Repka
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Applied Categorical Structures, 2011
Let \(\mathcal V\) be a variety of (universal) algebras. A subalgebra of \(A\in \mathcal V\) is \textit{normal} if it is the universe image under some morphism of the subalgebra generated by constants in the target. Consider \(\mathbb{C}_{\mathcal V}\) (or just \(\mathbb{C}\)), the free algebra in \(\mathcal V\) over the empty set (the initial algebra ...
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Let \(\mathcal V\) be a variety of (universal) algebras. A subalgebra of \(A\in \mathcal V\) is \textit{normal} if it is the universe image under some morphism of the subalgebra generated by constants in the target. Consider \(\mathbb{C}_{\mathcal V}\) (or just \(\mathbb{C}\)), the free algebra in \(\mathcal V\) over the empty set (the initial algebra ...
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Relatively Parametrizable Subalgebras
Applied Categorical Structures, 2000In a previous paper [``Parametrizable algebras'', J. Lond. Math. Soc., II. Ser. 8, 750-752 (1974; Zbl 0296.08018)], the author proved that a universal algebra \(A\) is parametrizable iff it is projective in the variety which \(A\) generates. Here, he does the same for \(k\)-parametrizability and \(k\)-projectivity.
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COMPLETE SYSTEMS OF SUBALGEBRAS
International Journal of Algebra and Computation, 2003In the 1960s, G. Grätzer introduced the notion of the minimal extension property (MEP) of a finite sequence in order to investigate pn-sequences and free spectra of algebras. While there are many particular results on the MEP, stating that some sequences or families of sequences have the MEP, no general result has been obtained so far and the main ...
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