Subjects -> MATHEMATICS (Total: 1118 journals)     - APPLIED MATHEMATICS (92 journals)    - GEOMETRY AND TOPOLOGY (23 journals)    - MATHEMATICS (819 journals)    - MATHEMATICS (GENERAL) (45 journals)    - NUMERICAL ANALYSIS (26 journals)    - PROBABILITIES AND MATH STATISTICS (113 journals) MATHEMATICS (819 journals)                  1 2 3 4 5 | Last
 Showing 1 - 200 of 538 Journals sorted alphabetically Abakós       (Followers: 5) Abhandlungen aus dem Mathematischen Seminar der Universitat Hamburg       (Followers: 3) Accounting Perspectives       (Followers: 9) ACM Transactions on Algorithms (TALG)       (Followers: 17) ACM Transactions on Computational Logic (TOCL)       (Followers: 5) ACM Transactions on Mathematical Software (TOMS)       (Followers: 9) ACS Applied Materials & Interfaces       (Followers: 44) Acta Applicandae Mathematicae       (Followers: 2) Acta Mathematica       (Followers: 11) Acta Mathematica Hungarica       (Followers: 2) Acta Mathematica Scientia       (Followers: 5) Acta Mathematica Sinica, English Series       (Followers: 6) Acta Mathematica Vietnamica Acta Mathematicae Applicatae Sinica, English Series Advanced Science Letters       (Followers: 13) Advances in Applied Clifford Algebras       (Followers: 6) Advances in Catalysis       (Followers: 8) Advances in Complex Systems       (Followers: 12) Advances in Computational Mathematics       (Followers: 23) Advances in Decision Sciences       (Followers: 4) Advances in Difference Equations       (Followers: 5) Advances in Fixed Point Theory       (Followers: 9) Advances in Geosciences (ADGEO)       (Followers: 22) Advances in Linear Algebra & Matrix Theory       (Followers: 10) Advances in Materials Science       (Followers: 22) Advances in Mathematical Physics       (Followers: 10) Advances in Mathematics       (Followers: 22) Advances in Numerical Analysis       (Followers: 8) Advances in Operations Research       (Followers: 14) Advances in Operator Theory       (Followers: 4) Advances in Porous Media       (Followers: 6) Advances in Pure Mathematics       (Followers: 11) Advances in Science and Research (ASR)       (Followers: 8) Aequationes Mathematicae       (Followers: 2) African Journal of Educational Studies in Mathematics and Sciences       (Followers: 12) African Journal of Mathematics and Computer Science Research       (Followers: 7) Afrika Matematika       (Followers: 3) Air, Soil & Water Research       (Followers: 13) AKSIOMA Journal of Mathematics Education       (Followers: 4) AKSIOMATIK : Jurnal Penelitian Pendidikan dan Pembelajaran Matematika       (Followers: 1) Al-Jabar : Jurnal Pendidikan Matematika       (Followers: 1) Al-Qadisiyah Journal for Computer Science and Mathematics       (Followers: 1) AL-Rafidain Journal of Computer Sciences and Mathematics       (Followers: 6) Algebra and Logic       (Followers: 8) Algebra Colloquium       (Followers: 4) Algebra Universalis       (Followers: 2) Algorithmic Operations Research       (Followers: 5) Algorithms       (Followers: 14) Algorithms Research       (Followers: 2) American Journal of Computational and Applied Mathematics       (Followers: 10) American Journal of Mathematical Analysis       (Followers: 2) American Journal of Mathematical and Management Sciences       (Followers: 1) American Journal of Mathematics       (Followers: 9) American Journal of Operations Research       (Followers: 8) American Mathematical Monthly       (Followers: 7) An International Journal of Optimization and Control: Theories & Applications       (Followers: 13) Analele Universitatii Ovidius Constanta - Seria Matematica Analysis and Applications       (Followers: 2) Analysis and Mathematical Physics       (Followers: 10) Analysis Mathematica Anargya : Jurnal Ilmiah Pendidikan Matematika       (Followers: 8) Annales Mathematicae Silesianae       (Followers: 2) Annales mathématiques du Québec       (Followers: 4) Annales Universitatis Mariae Curie-Sklodowska, sectio A – Mathematica       (Followers: 1) Annales Universitatis Paedagogicae Cracoviensis. 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Matematica       (Followers: 14) Bulletin des Sciences Mathamatiques       (Followers: 4) Bulletin of Dnipropetrovsk University. Series : Communications in Mathematical Modeling and Differential Equations Theory       (Followers: 3) Bulletin of Mathematical Sciences       (Followers: 1) Bulletin of Symbolic Logic       (Followers: 3) Bulletin of Taras Shevchenko National University of Kyiv. Series: Physics and Mathematics Bulletin of the Australian Mathematical Society       (Followers: 2) Bulletin of the Brazilian Mathematical Society, New Series Bulletin of the Iranian Mathematical Society Bulletin of the London Mathematical Society       (Followers: 3) Bulletin of the Malaysian Mathematical Sciences Society Cadernos do IME : Série Matemática       (Followers: 2) Calculus of Variations and Partial Differential Equations Canadian Journal of Mathematics / Journal canadien de mathématiques Canadian Journal of Science, Mathematics and Technology Education       (Followers: 23) Canadian Mathematical Bulletin Carpathian Mathematical Publications       (Followers: 1) Catalysis in Industry       (Followers: 1) CEAS Space Journal       (Followers: 6) CHANCE       (Followers: 5) Chaos, Solitons & Fractals       (Followers: 3) Chaos, Solitons & Fractals : X       (Followers: 1) ChemSusChem       (Followers: 8) Chinese Annals of Mathematics, Series B Chinese Journal of Catalysis       (Followers: 3) Chinese Journal of Mathematics Ciencia       (Followers: 1) CODEE Journal       (Followers: 2) Cogent Mathematics       (Followers: 2) Cognitive Computation       (Followers: 3) Collectanea Mathematica College Mathematics Journal       (Followers: 4) COMBINATORICA Combinatorics, Probability and Computing       (Followers: 4) Combustion Theory and Modelling       (Followers: 17) Commentarii Mathematici Helvetici Communications in Advanced Mathematical Sciences Communications in Combinatorics and Optimization Communications in Contemporary Mathematics Communications in Mathematical Physics       (Followers: 4) Communications On Pure & Applied Mathematics       (Followers: 5) Complex Analysis and its Synergies       (Followers: 3) Complex Variables and Elliptic Equations: An International Journal Composite Materials Series       (Followers: 11) Compositio Mathematica Comptes Rendus : Mathematique Computational and Applied Mathematics       (Followers: 4) Computational and Mathematical Methods Computational and Mathematical Methods in Medicine       (Followers: 3) Computational and Mathematical Organization Theory       (Followers: 1) Computational Complexity       (Followers: 4) Computational Mathematics and Modeling       (Followers: 9) Computational Mechanics       (Followers: 10) Computational Methods and Function Theory Computational Optimization and Applications       (Followers: 11) Computers & Mathematics with Applications       (Followers: 11) Confluentes Mathematici Constructive Mathematical Analysis       (Followers: 1) Contributions to Discrete Mathematics       (Followers: 1) Contributions to Game Theory and Management COSMOS       (Followers: 1) Cryptography and Communications       (Followers: 14) Cuadernos de Investigación y Formación en Educación Matemática Cubo. A Mathematical Journal Current Research in Biostatistics       (Followers: 8) Czechoslovak Mathematical Journal       (Followers: 1) Daya Matematis : Jurnal Inovasi Pendidikan Matematika       (Followers: 1) Demographic Research       (Followers: 16) Design Journal : An International Journal for All Aspects of Design       (Followers: 35) Desimal : Jurnal Matematika       (Followers: 3) Developments in Clay Science       (Followers: 1) Developments in Mineral Processing       (Followers: 3) Dhaka University Journal of Science Differential Equations and Dynamical Systems       (Followers: 4)

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Similar Journals
 Computational Methods and Function TheoryJournal Prestige (SJR): 0.726 Citation Impact (citeScore): 1Number of Followers: 0      Hybrid journal (It can contain Open Access articles) ISSN (Print) 1617-9447 - ISSN (Online) 2195-3724 Published by Springer-Verlag  [2658 journals]
• Essential Norm of Difference of Composition Operators from Analytic Besov
Spaces to Bloch Type Spaces

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Abstract: The boundedness of the difference of composition operators acting from the analytic Besov spaces to the Bloch type spaces is characterized. Some upper and lower bounds for the essential norm of the operator are also given.
PubDate: 2021-10-09

• The Range of Hardy Numbers for Comb Domains

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Abstract: Let $$D\ne \mathbb {C}$$ be a simply connected domain and f be a Riemann mapping from $$\mathbb {D}$$ onto D. The Hardy number of D is the supremum of all p for which f belongs in the Hardy space $${H^p}\left( \mathbb {D} \right)$$ . A comb domain is a domain whose complement is the union of an infinite number of vertical rays symmetric with respect to the real axis. In this paper we prove that, for $$p>0$$ , there is a comb domain with Hardy number equal to p if and only if $$p\in [1,+\infty ]$$ . It is known that the Hardy number is related to the moments of the exit time of Brownian motion from the domain. In fact, Burkholder proved that the Hardy number of a simply connected domain is twice the supremum of all $$p>0$$ for which the p-th moment of the exit time of Brownian motion is finite. Therefore, our result implies that given $$p < q$$ there exists a comb domain with finite p-th moment but infinite q-th moment if and only if $$q\ge 1/2$$ . This answers a question posed by Boudabra and Markowsky.
PubDate: 2021-10-01

• Editorial Note

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PubDate: 2021-09-29

• The Geometric Characterizations for a Combination of Generalized Struve
Functions

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Abstract: In the present paper, we establish geometric properties, such as starlikeness and convexity of order $$\alpha$$ ( $$0 \le \alpha < 1$$ ), and close-to-convexity in the open unit disk $${\mathbb {U}} := \{z \in {\mathbb {C}}: z <1\}$$ for a combination of a normalized form of the generalized Struve function of order p, $$w_{p,b,c}(z)$$ , defined by $$D_{p,b,c}(z) = 2^{p}\sqrt{\pi } \, \Gamma (p + b/2 + 1) z^{(-p+1)/2}d_{p,b,c}(\sqrt{z})$$ , where $$d_{p,b,c}(z) := -pw_{p,b,c}(z)+zw_{p,b,c}^{\prime }(z)$$ , with $$p, b, c \in {\mathbb {C}}$$ and $$\kappa = p + b/2+1 \notin \{0,-1,-2,\dots \}$$ . We determine conditions for the parameters c and $$\kappa$$ for which $$f \in {\mathcal {R}}(\beta ) = \left\{ f \in {\mathcal {A}}({\mathbb {U}}): \mathrm{Re} f^{\prime }(z) > \beta , z \in {\mathbb {U}} \right\}$$ , $$0 \le \beta <1$$ , indicates that the convolution product $$D_{p,b,c}*f$$ belongs to the spaces $${\mathcal {H}}^{\infty }({\mathbb {U}})$$ and $${\mathcal {R}}(\gamma )$$ with $$\gamma$$ depending on $$\alpha$$ and $$\beta$$ , where $${\mathcal {A}}({\mathbb {U}})$$ denotes the class of all normalized analytic functions in $${\mathbb {U}}$$ and $${\mathcal {H}}^{\infty }({\mathbb {U}})$$ is the space of all bounded analytic functions in $${\mathcal {A}}({\mathbb {U}})$$ . We also obtain sufficient conditions in terms of the expansion coefficients for $$f \in {\mathcal {A}}({\mathbb {U}})$$ to be in some subclasses of the class of univalent functions. Motivation has come from the vital role of special functions in geometric function theory.
PubDate: 2021-09-29

• Correction to: Boundary Integral Formula for Harmonic Functions on Riemann
Surfaces

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Abstract: We present a corrected proof of Proposition 2.3 in the article “Boundary integral formula for harmonic functions on Riemann surfaces” [2].
PubDate: 2021-09-29

• Meromorphic Functions with Three Radially Distributed Values

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Abstract: We consider transcendental meromorphic functions for which the zeros, 1-points and poles are distributed on three distinct rays. We show that such functions exist if and only if the rays are equally spaced. We also obtain a normal family analogue of this result.
PubDate: 2021-09-22

• Intrinsic Ultracontractivity for Domains in Negatively Curved Manifolds

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Abstract: Let M be a complete, non-compact, connected Riemannian manifold with Ricci curvature bounded from below by a negative constant. A sufficient condition is obtained for open and connected sets D in M for which the corresponding Dirichlet heat semigroup is intrinsically ultracontractive. That condition is formulated in terms of capacitary width. It is shown that both the reciprocal of the bottom of the spectrum of the Dirichlet Laplacian acting in $$L^2(D)$$ , and the supremum of the torsion function for D are comparable with the square of the capacitary width for D if the latter is sufficiently small. The technical key ingredients are the volume doubling property, the Poincaré inequality and the Li-Yau Gaussian estimate for the Dirichlet heat kernel at finite scale.
PubDate: 2021-09-08

• Comparison and Möbius Quasi-invariance Properties of
Ibragimov’s Metric

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Abstract: For a domain $$D \subsetneq {\mathbb {R}}^{n}$$ , Ibragimov’s metric is defined as \begin{aligned} u_{D}(x,y) = 2\, \log \frac{ x-y +\max \{d(x),d(y)\}}{\sqrt{d(x)\,d(y)}}, \quad \quad x,y \in D, \end{aligned} where d(x) denotes the Euclidean distance from x to the boundary of D. In this paper, we compare Ibragimov’s metric with the classical hyperbolic metric in the unit ball or in the upper half space, and prove sharp comparison inequalities between Ibragimov’s metric and some hyperbolic type metrics. We also obtain several sharp distortion inequalities for Ibragimov’s metric under some families of Möbius transformations.
PubDate: 2021-09-03

• On the Order of Convexity for the Shifted Hypergeometric Functions

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Abstract: In the present paper, we study the order of convexity of $$z{_2F_1}(a,b;c;z)$$ with real parameters a, b and c where $${_2F_1}(a,b;c;z)$$ is the Gaussian hypergeometric function. First we obtain some conditions for $$z{_2F_1}(a,b;c;z)$$ with no finite orders of convexity by considering its asymptotic behavior around $$z=1$$ . Then the order of convexity of $$z{_2F_1}(a,b;c;z)$$ is demonstrated for some ranges of real parameters a, b and c. In the last section, we give some examples as applications of the main results.
PubDate: 2021-09-01

• Sharp Bounds for the Weighted Hölder Mean of the Zero-Balanced
Generalized Complete Elliptic Integrals

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Abstract: In the article, we present the best possible bounds for the weighted Hölder mean of the zero-balanced generalized complete elliptic integrals of the first and second kinds, which are the generalizations of previous results for complete p-elliptic integrals.
PubDate: 2021-09-01

• On the Product of Planar Harmonic Mappings

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Abstract: Given two harmonic functions $$f_{1}=h_{1}+{\bar{g}}_{1}$$ and $$f_{2}=h_{2}+{\bar{g}}_{2}$$ defined on the open unit disk of the complex plane, the geometric properties of the product $$f_{1}\otimes f_{2}$$ defined by \begin{aligned} f_{1}\otimes f_{2}=h_{1}*h_{2}-\overline{g_{1}*g_{2}}+ i{\text {Im}}(h_{1}*g_{2}+h_{2}*g_{1}) \end{aligned} are discussed. Here $$*$$ denotes the analytic convolution. Sufficient conditions are obtained for the product to be univalent and convex in the direction of the real axis. In addition, a convolution theorem, coefficient inequalities and closure properties for the product $$\otimes$$ are proved.
PubDate: 2021-09-01

• An Entire Function Weakly Sharing a Doubleton with its Derivative

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Abstract: In the paper we consider the uniqueness problem of an entire function f when it shares a doubleton with its derivative $$f^{(k)}$$ , $$k \ge 1$$ . Our result extends a result of Li and Yang (J Math Soc Japan 51(4):781–799, 1999).
PubDate: 2021-09-01

• Bounded Point Derivations and Functions of Bounded Mean Oscillation

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Abstract: Let X be a compact subset of the complex plane with the property that every relatively open subset of X has positive area and let $$A_0(X)$$ denote the space of VMO functions that are analytic on X. $$A_0(X)$$ is said to admit a bounded point derivation of order t at a point $$x_0 \in \partial X$$ if there exists a constant C such that $$f^{(t)}(x_0) \le C \Vert f\Vert _{{\text {BMO}}}$$ for all functions in $${\text {VMO}}(X)$$ that are analytic on X. In this paper, we give necessary and sufficient conditions in terms of lower 1-dimensional Hausdorff content for $$A_0(X)$$ to admit a bounded point derivation at $$x_0$$ . These conditions are similar to conditions for the existence of bounded point derivations on other functions spaces.
PubDate: 2021-09-01

• Unicity of Entire Functions Concerning Their Shifts and Derivatives

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Abstract: In this paper, we study the unicity of entire functions concerning their shifts and derivatives and prove: Let f be a non-constant entire function of hyper-order less than 1, let c be a non-zero finite value, and let a, b be two distinct finite values. If $$f'(z)$$ and $$f(z+c)$$ share a, b IM, then $$f'(z)\equiv f(z+c)$$ . This improves some results due to Qi and Yang (Comput Methods Funct Theory 20:159–178, 2020).
PubDate: 2021-09-01

• Some Refinements of the Fekete and Szegő Inequality on Bounded Starlike
Circular Domains in $$\mathbb {C}^n$$ C n

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Abstract: In this paper, by using the formula of Faà di Bruno for the k-th derivative of a composite function, we establish a refinement of the Fekete and Szegő inequality for a class of holomorphic mappings on bounded starlike circular domains in $$\mathbb {C}^n$$ . The results presented here generalize some known results. Finally, a certain problem is also proposed.
PubDate: 2021-09-01

• On the Uniqueness Problem for Quadrature Domains

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Abstract: We study questions of existence and uniqueness of quadrature domains using computational tools from real algebraic geometry. These problems are transformed into questions about the number of solutions to an associated real semi-algebraic system, which is analyzed using the method of real comprehensive triangular decomposition.
PubDate: 2021-09-01

• Normality Concerning Shared Values Between two Families

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Abstract: We improve a normality result of Liu–Li–Pang [4] concerning shared values between two families. Let $$\mathcal F$$ and $$\mathcal G$$ be two families of meromorphic functions on D whose zeros are multiple. Suppose that $$\mathcal G$$ is normal on D, and no sequence contained in $$\mathcal G$$ $$\chi$$ -converges locally uniformly to $$\infty$$ or a function g satisfying $$g'\equiv 1$$ . If for every $$f\in \mathcal F$$ , there exists a function $$g\in \mathcal G$$ such that f and g share 0 and $$\infty$$ while $$f'$$ and $$g'$$ share 1, then $$\mathcal F$$ is also normal on D.
PubDate: 2021-09-01

• The Prime Function, the Fay Trisecant Identity, and the van der Pauw
Method

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Abstract: The van der Pauw method is a well-known experimental technique in the applied sciences for measuring physical quantities such as the electrical conductivity or the Hall coefficient of a given sample. Its popularity is attributable to its flexibility: the same method works for planar samples of any shape provided they are simply connected. Mathematically, the method is based on the cross-ratio identity. Much recent work has been done by applied scientists attempting to extend the van der Pauw method to samples with holes (“holey samples”). In this article we show the relevance of two new function theoretic ingredients to this area of application: the prime function associated with the Schottky double of a multiply connected planar domain and the Fay trisecant identity involving that prime function. We focus here on the single-hole (doubly connected, or genus one) case. Using these new theoretical ingredients we are able to prove several mathematical conjectures put forward in the applied science literature.
PubDate: 2021-08-31

• Necessary Conditions for Interpolation by Multivariate Polynomials

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Abstract: Let $$\Omega$$ be a smooth, bounded, convex domain in $${\mathbb {R}}^n$$ and let $$\Lambda _k$$ be a finite subset of $$\Omega$$ . We find necessary geometric conditions for $$\Lambda _k$$ to be interpolating for the space of multivariate polynomials of degree at most k. Our results are asymptotic in k. The density conditions obtained match precisely the necessary geometric conditions that sampling sets are known to satisfy and are expressed in terms of the equilibrium potential of the convex set. Moreover we prove that in the particular case of the unit ball, for k large enough, there are no bases of orthogonal reproducing kernels in the space of polynomials of degree at most k.
PubDate: 2021-08-30

• Generalization of Proximate Order and Applications

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Abstract: We introduce a concept of a quasi proximate order which is a generalization of a proximate order and allows us to study efficiently analytic functions whose order and lower order of growth are different. We prove an existence theorem for a quasi proximate order, i.e. a counterpart of Valiron’s theorem for a proximate order. As applications, we generalize and complement some results of M. Cartwright and C. N. Linden on asymptotic behavior of analytic functions in the unit disc.
PubDate: 2021-08-26

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