On Magnifying Elements in E-Preserving Partial Transformation Semigroups
Let S be a semigroup. An element a of S is called a right [left] magnifying element if there exists a proper subset M of S satisfying S = M a [ S = a M ] . Let E be an equivalence relation on a nonempty set X.
Thananya Kaewnoi +2 more
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The Relationship between the Economic Crisis and the Growth of Extreme Right Movements: The Case of Hungary [PDF]
Recently, some factors, especially economic crisis, have made it possible to criticize the policies of the ruling parties, making their policies deficiency and magnifying the current situation and chanting slogans about the unequal distribution of ...
Reza NasiriHamed, Ehsan Jafarifar
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Let X be a nonempty set and ρ be an equivalence relation on X. For a nonempty subset S of X, we denote the semigroup of transformations restricted by an equivalence relation ρ fixing S pointwise by EFSX,ρ.
Thananya Kaewnoi +2 more
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On semigroups of transformations that preserve a double direction equivalence
For a non-empty set XX, denote the full transformation semigroup on XX by T(X)T\left(X) and suppose that EE is an equivalence relation on XX. Evidently, TE∗(X)={α∈T(X)∣(x,y)∈Eif and only if(xα,yα)∈Efor allx,y∈X}{T}_{{E}^{\ast }}\left(X)=\left\{\alpha \in
Chen Hui, Liu Xin, Wang Shoufeng
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Left and Right Magnifying Elements in the Semigroup of all Binary Relations
An element a of a semigroup S is called left [right] magnifying if there exists a proper subset M of S such that S = aM [S = M a]. Let X be a nonempty set and BX the semigroup of binary relations on X. In this paper, we give necessary and sufficient conditions for elements in BX to be left or right magnifying.
Watchara Teparos +2 more
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An element a of a semigroup S is called left [right] magnifying if there exists a proper subset M of S such that S = aM [S = Ma]. Let X be a nonempty set and T(X) be the semigroup of all transformation from X into itself under the composition of functions. For a partition P = {X_α | α ∈ I} of the set X, let T(X,P) = {f ∈ T(X) | (X_α)f ⊆ X_αÂ
Ronnason Chinram +2 more
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Narrative Insights and Perspectives Into Burnout and Wellness Among U.S. Orthopedic Surgery Residents: The Influence of Gender and Minority Identification. [PDF]
Hall M +8 more
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Educational psychology empowers the complete utilization of mobile medical education resources: strategies and practical proposals. [PDF]
Liu L, Li J, Wang X, Yu F, Ping Z.
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Development and Verification of Crack-Enriched Elements Based on XFEM. [PDF]
Shi Y, Chen L, Zhao P, Huo J, Shi L.
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Core Concepts for Early Childhood Microbiology Education. [PDF]
Di Capua CB +3 more
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