A Quantum Mermin-Wagner Theorem for a Generalized Hubbard Model by Mark Kelbert, Yurii Suhov

“…This paper is the second in a series of papers considering symmetry properties of bosonic quantum systems over 2D graphs, with continuous spins, in the spirit of the Mermin-Wagner theorem. In the model considered here the phase space of a single spin is ℋ1=L2(M), where M is a d-dimensional unit torus M=ℝd/ℤd with a flat metric. …”
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Common Fixed Point Theorems in Modified Intuitionistic Fuzzy Metric Spaces by Saurabh Manro, Sanjay Kumar, S. S. Bhatia, Kenan Tas

“…In the first section, we prove a common fixed point theorem in modified intuitionistic fuzzy metric space by combining the ideas of pointwise R-weak commutativity and reciprocal continuity of mappings satisfying contractive conditions. …”
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A fixed point theorem for non-self set-valued mappings by B. E. Rhoades

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Large deviation theorems for weighted summation of Gamma-distribution random variables by Leonas Saulis

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A limit theorem for the Riemann zeta-functions in the space of continuous functions by Igor Belov

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Timelike boundaries in de Sitter JT gravity and the Gao-Wald theorem by Gauri Batra

“…Abstract The Gao-Wald theorem says that the Penrose diagram of de Sitter spacetime reacts to a positive energy perturbation by getting “taller”. …”
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Some Fixed Point Theorems for Nonlinear Set-Valued Contractive Mappings by Zeqing Liu, Zhihua Wu, Shin Min Kang, Sunhong Lee

“…Four fixed point theorems for nonlinear set-valued contractive mappings in complete metric spaces are proved. …”
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A common fixed point theorem for two sequences of self-mappings by Takeshi Taniguchi

“…Our theorem is a generalization of Hadzic's fixed point theorem[1].…”
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Random fixed point theorems for asymptotic 1-set contraction operators by P. Vijayaraju

“…Random fixed point theorems for condensing, 1-set contraction selfless are known. …”
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On the Equivalence between Two Fixed Point Theorems for Concave-Type Operators by Mohamed Jleli, Bessem Samet

“…In this note, we prove the equivalence between a fixed point theorem for φ–h,e–concave operators and a previous one for generalized concave operators.…”
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Some New Fixed Point Theorems in Partial Metric Spaces with Applications by Rajendra Pant, Rahul Shukla, H. K. Nashine, R. Panicker

“…Recently, a number of fixed point theorems for contraction type mappings in partial metric spaces have been obtained by various authors. …”
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Some Fixed Point Theorems in Ordered G-Metric Spaces and Applications by W. Shatanawi

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Common fixed point theorems for commuting k-uniformly Lipschitzian mappings by M. Elamrani, A. B. Mbarki, B. Mehdaoui

“…We give a common fixed point existence theorem for any sequence of commuting k-uniformly Lipschitzian mappings (eventually, for k=1 for any sequence of commuting nonexpansive mappings) defined on a bounded and complete metric space (X,d) with uniform normal structure. …”
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The Existence of Fixed Point Theorems via -Distance and -Admissible Mappings and Applications by Marwan Amin Kutbi, Wutiphol Sintunavarat

“…We also apply our result to coincidence point and common fixed point theorems in metric spaces. Further, the fixed point theorems endowed with an arbitrary binary relation are also derived from our results. …”
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A spectral mapping theorem for semigroups solving PDEs with nonautonomous past by Genni Fragnelli

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Strong Convergence Theorems for the Generalized Split Common Fixed Point Problem by Cuijie Zhang

“…Moreover, we introduce a new iterative algorithm for finding a solution of the GSCFPP and obtain some strong convergence theorems under suitable assumptions.…”
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Quantum secret sharing with graph states based on Chinese remainder theorem by Jianwu LIANG, Xiaoshu LIU, Zi CHENG

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An Approximation Theorem and Generic Convergence of Solutions of Inverse Quasivariational Inequality Problems by Ting Liu, Wensheng Jia

“…In this paper, we mainly obtain an approximation theorem and generic convergence of solutions for inverse quasivariational inequality problems. …”
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Beurling-Type Theorem for a Class of Reproducing Kernel Hilbert Spaces by Zhi-jie Wang, Jie-sheng Xiao, Xian-min Xu

“…In this paper, it is proved that the Beurling-type theorem holds for the shift operator on a class of reproducing analytic Hilbert spaces.…”
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Presic Type Fixed Point Theorem for Four Maps in Metric Spaces by K. P. R. Rao, Sk. Sadik, S. Manro

“…We obtained a Presic type fixed point theorem for two pairs of jointly 2k-weakly compatible maps in metric spaces. …”
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