Search Results - 30 Functions of a complex variable

Geometric Biplane Graphs II: Graph Augmentation by Hurtado Díaz, Fernando Alfredo, Garcia Olaverri, Alfredo Martin, Korman Cozzetti, Matías, Matos, Inés P., Saumell, Maria, Silveira, Rodrigo Ignacio, Tejel Altarriba, Francisco Javier, Tóth, Csaba D.

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Geometric Biplane Graphs I: Maximal Graphs by Garcia Olaverri, Alfredo Martin, Hurtado Díaz, Fernando Alfredo, Korman Cozzetti, Matías, Matos, Inés P., Saumell, Maria, Silveira, Rodrigo Ignacio, Tejel Altarriba, Francisco Javier, Tóth, Csaba D.

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Algebraic Description of Jacobians Isogeneous to Certain Prym Varieties with Polarization (1,2) by Enolski, V. Z., Fedorov, Yu. N.

“…) in connection with separation of variables in a series of classical and new algebraic integrable systems linearized on such varieties…”
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Geometric Biplane Graphs II: Graph Augmentation by García, Alfredo, Hurtado, Ferran, Korman, Matias, Matos, Inês, Saumell, Maria, Silveira, Rodrigo I., Tejel, Javier, Tóth, Csaba D.

“…We study biplane graphs drawn on a finite point set S in the plane in general position. This is the family of geometric graphs whose vertex set is S and which…”
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Geometric Biplane Graphs I: Maximal Graphs by García, Alfredo, Hurtado, Ferran, Korman, Matias, Matos, Inês, Saumell, Maria, Silveira, Rodrigo I., Tejel, Javier, Tóth, Csaba D.

“…We study biplane graphs drawn on a finite planar point set S in general position. This is the family of geometric graphs whose vertex set is S and can be…”
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Geometric function theory in several complex variables: Proceedings of a satellite conference to the International Congress on Mathematicians in Beijing 2002, University of Science and Technology, China, 30 August - 2 September 2002 by FitzGerald, Carl H, Gong, Sheng

“… The main theme is the extension of geometric function theory methods and theorems to several complex variables…”
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The dimension splitting and improved complex variable element‐free Galerkin method for 3‐dimensional transient heat conduction problems by Cheng, H., Peng, M.J., Cheng, Y.M.

“…‐dimensional problem, the improved complex variable moving least‐square approximation is used to obtain the shape functions, and the penalty method is used to apply the essential boundary conditions…”
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Propagation of cosine complex variable function Airy–Gaussian beams through the gradient-index medium by Zeng, Zishuai, Zhou, Kangzhu, Deng, Dongmei

“…We introduce a new class of cosine complex variable function Airy–Gaussian (Cos-CVFAiG) beams and investigate their propagation through the gradient-index medium…”
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Real Chern-Simons wave function by Magueijo, João

“… We may package the real connection variables into the complex self-dual Ashtekar connection (and will do so to make contact with previous work…”
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Complex Variable Approach for Thermoelastic Boundary Value Problem Using Rational Mapping Techniques by Taha, Mai, Abdou, Mohamed A., Shammaky, Amnah E., Al-Dohiman, Abeer A., Youssef, Eslam M.

“…This article presents a novel approach to looking at steady-state thermoelastic boundary value problems in isotropic elastic plates with curvilinear holes using a complex variable approach…”
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Moments of Partition Functions of 2d Gaussian Polymers in the Weak Disorder Regime-I by Cosco, Clément, Zeitouni, Ofer

“…Let W N ( β ) = E 0 e ∑ n = 1 N β ω ( n , S n ) - N β 2 / 2 be the partition function of a two-dimensional directed polymer in a random environment, where ω ( i , x ) , i ∈ N , x ∈ Z 2 are i.i.d…”
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Multipliers of Dirichlet series and monomial series expansions of holomorphic functions in infinitely many variables by Bayart, Frédéric, Defant, Andreas, Frerick, Leonhard, Maestre, Manuel, Sevilla-Peris, Pablo

“…Let H ∞ be the set of all ordinary Dirichlet series D = ∑ n a n n - s representing bounded holomorphic functions on the right half plane…”
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Unified Variable Selection for Varying Coefficient Models with Longitudinal Data by Xu, Xiaoli, Zhou, Yan, Zhang, Kongsheng, Zhao, Mingtao

“… This paper proposes a unified variable selection approach called the double-penalized quadratic inference functions method for varying coefficient models of longitudinal data…”
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Inference for longitudinal data from complex sampling surveys: An approach based on quadratic inference functions by Dumitrescu, Laura, Qian, Wei, Rao, J. N. K.

“…We propose a survey weighted quadratic inference function method for the analysis of data collected from longitudinal surveys, as an alternative to the survey weighted generalized estimating equation method…”
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Basics on growth orders of polymonogenic functions by De Almeida, R., Kraußhar, R.S.

“…In this paper, we introduce generalizations of the classical growth order and the growth type of analytic functions in the context of polymonogenic functions…”
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Application of FCEEMD-TSMFDE and adaptive CatBoost in fault diagnosis of complex variable condition bearings by Mao, Min, Xu, Bingwei, Sun, Yuhuan, Tan, Kairong, Wang, Yuran, Zhou, Chao, Zhou, Chengjiang, Yang, Jingzong

“… Therefore, a complex variable operating condition fault diagnosis method based on Fast Complementary Ensemble Empirical Mode Decomposition (FCEEMD…”
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Advances in ultrametric analysis : 14th International Conference, p-adic Functional Analysis, June 30-July 4, 2016, Université d'Auvergne, Aurillac, France by International Conference on P-adic Functional Analysis, Escassut, Alain, Perez-Garcia, C., Shamseddine, Khodr

“… operators and Schatten-class operators in p -adic Hilbert spaces, algebras of strictly differentiable functions, inverse function theorem and mean value theorem in Levi-Civita fields, ultrametric…”
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Analysis of stress intensity factor for a crack emanating from elliptical hole subjected to compressive stress and shear stress by Huang, Jianwei, Wang, Hanbing, Zhou, Lei, Zhu, Zheming, Deng, Ze, Deng, An

“…•An analytical formulas of a crack emanating from an elliptical hole under compressive loads, shear loads and internal pressure were proposed.•The analytical…”
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Probabilistic solution of a homogeneous linear second-order differential equation with randomized complex coefficients by Navarro-Quiles, A.

“…In this paper, an exact expression for the first probability density function of the solution stochastic process to a randomized homogeneous linear second-order complex differential equation is determined…”
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The log-convexity of the n-th root sequence of the Andrews smallest parts function: The log-convexity of the n-th root sequence of the Andrews by Guo, Hui, Zhang, Zuo-Ru

“…Motivated by the conjecture of Sun on the log-convexity of { p ( n ) n } n ≥ 60 , we obtain the log-convexity of { s p t ( n ) n } n ≥ 30…”
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