Conformal vector fields in symmetric and conformal symmetric spaces by Ramesh Sharma

“…Consequences of the existence of conformal vector fields in (locally) symmetric and conformal symmetric spaces, have been obtained. …”
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Time-symmetric cycles by Chris Bernhardt

“…The main result of this note is that given any two time-symmetric cycles, one can find a time-symmetric extension of one by the other. …”
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The Multibases of Symmetric Caterpillars by Supachoke Isariyapalakul, Varanoot Khemmani, Witsarut Pho-on

“…In this work, the multiresolving sets of symmetric caterpillars are studied.…”
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On Nil-Symmetric Rings by Uday Shankar Chakraborty, Krishnendu Das

“…The concept of nil-symmetric rings has been introduced as a generalization of symmetric rings and a particular case of nil-semicommutative rings. …”
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AN IDENTITY ON SYMMETRIC POLYNOMIALS by Đặng Tuấn Hiệp, Lê Văn Vĩnh

“…The second proof will be the first step for our further studies related to identities on symmetric polynomials.…”
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Correlators of the symmetric product orbifold by Andrea Dei, Lorenz Eberhardt

“…Abstract We exploit null vectors of the fractional Virasoro algebra of the symmetric product orbifold to compute correlation functions of twist fields in the large N limit. …”
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Discrimination of three symmetric states by Lan-lan Li, Wen-hai Zhang, Ke Zhang, Cheng-yu Fan

“…This paper investigates the optimal discrimination of three symmetric quantum states with equal prior probabilities. …”
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The spectrality of symmetric additive measures by Ai, Wen-Hui, Lu, Zheng-Yi, Zhou, Ting

“…Let $\rho $ be a symmetric measure of Lebesgue type, i.e., \begin{equation*} \rho =\frac{1}{2}(\mu \times \delta _0+\delta _0\times \mu ), \end{equation*} where the component measure $\mu $ is the Lebesgue measure supported on $[t, t+1]$ for $t\in \mathbb{Q}\setminus \lbrace -\frac{1}{2}\rbrace $ and $\delta _{0}$ is the Dirac measure at $0$. …”
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Fine Spectra of Symmetric Toeplitz Operators by Muhammed Altun

“…The fine spectra of n-banded triangular Toeplitz matrices and tridiagonal symmetric matrices were computed in the following papers: Altun, “On the fine spectra of triangular toeplitz operators” (2011) and Altun, “Fine spectra of tridiagonal symmetric matrices” (2011). …”
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Derivations with values in noncommutative symmetric spaces by Huang, Jinghao, Sukochev, Fedor

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Some notes on complex symmetric operators by Marcos S. Ferreira

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Central limit theorem in the symmetric group by Vytas Zacharovas

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Symmetric Blind Decryption with Perfect Secrecy by Juha Partala

“…We also devise a symmetric blind decryption scheme based on modular arithmetic on a ring Zp2, where p is a prime, and show that it satisfies our notion of perfect secrecy.…”
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Newton polytope of good symmetric polynomials by Nguyen, Duc-Khanh, Nguyen Thi Ngoc, Giao, Dang Tuan, Hiep, Do Le Hai, Thuy

“…The class covers numerous previously studied symmetric polynomials.…”
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Turán inequalities for symmetric orthogonal polynomials by Joaquin Bustoz, Mourad E. H. Ismail

“…This method is shown to imply the positivity of Turán determinants of symmetric Pollaczek polynomials, Lommel polynomials and q-Bessel functions.…”
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The holographic landscape of symmetric product orbifolds by Alexandre Belin, Alejandra Castro, Christoph A. Keller, Beatrix Mühlmann

“…Abstract We investigate the growth of coefficients in the elliptic genus of symmetric product orbifolds at large central charge. …”
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On Some Symmetric Systems of Difference Equations by Josef Diblík, Bratislav Iričanin, Stevo Stević, Zdeněk Šmarda

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Irreducible complexity of iterated symmetric bimodal maps by J. P. Lampreia, R. Severino, J. Sousa Ramos

“…We introduce a tree structure for the iterates of symmetric bimodal maps and identify a subset which we prove to be isomorphic to the family of unimodal maps. …”
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Perturbation Methods for the Eigencharacteristics of Symmetric and Asymmetric Systems by Philip D. Cha, Austin Shin

“…Numerical experiments show that the proposed methods achieve accurate results for systems with and without damping and for systems with symmetric and asymmetric system matrices.…”
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On Subclasses of Analytic Functions with respect to Symmetrical Points by Muhammad Arif, Khalida Inayat Noor, Rafiullah Khan

“…In our present investigation, motivated from Noor work, we define the class ℛks(b) of functions of bounded radius rotation of complex order b with respect to symmetrical points and learn some of its basic properties. …”
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