Communications Faculty of Sciences University of Ankara Series A1: Mathematics and Statistics (Commun. Fac. Sci. Univ. Ank. Ser. A1 Math. Stat.) is a single-blind peer reviewed fully open access journal which has been published since 1948 by Ankara University, accepts original research articles written in English in the fields of Mathematics and Statistics. Review articles written by eminent scientists can also be invited by the Editor. It has been published four times a year since 2022. 2022 WOS Journal Impact Factor: 0.9
Publisher: Ankara University, Faculty of Sciences
Owner: Prof. Dr. Sait HALICIOĞLU, Dean of Faculty of Sciences, Ankara University
Year Released: 1948
Language: English
Editor-in-Chief: Fatma KARAKOÇ
ISSN: 1303-5991 e-ISSN: 2618-6470
URL: https://dergipark.org.tr/en/pub/cfsuasmas
DOI Prefix: 10.31801/cfsuasmas (before 2018, 10.1501/ Commua1 )
E-Mail: commun@science.ankara.edu.tr
Contact Address: Communications Faculty of Sciences University of Ankara 06100 Besevler-ANKARA-TURKEY
Research Article
A kind of rotational surfaces with a light-like axis in conformally flat pseudo-spaces of dimensional threeResearch Article
B-Lift Curves and Involute Curves in Lorentzian 3-SpaceResearch Article
Robust regression type estimators for body mass index under extreme ranked set and quartile ranked set samplingResearch Article
Some Properties of a Class of Generalized Janowski-type $q$-Starlike Functions Associated with Opoola $q$-Differential Operator and $q$-Differential SubordinationResearch Article
General Logarithmic Control Modulo and Tauberian Remainder TheoremsResearch Article
LYAPUNOV-TYPE INEQUALITIES FOR LINEAR HYPERBOLIC AND ELLIPTIC EQUATIONS ON A RECTANGULAR DOMAINResearch Article
PARAMETRIC GENERALIZATION OF THE MODIFIED BERNSTEIN-KANTOROVICH OPERATORSResearch Article
Bounds for the Maximum Eigenvalues of the Fibonacci-Frank and Lucas-Frank MatricesResearch Article
$B-$RIESZ POTENTIAL IN $B-$LOCAL MORREY-LORENTZ SPACESResearch Article
MINIMALS TRANSLATION SURFACES IN A STRICT WALKER 3-MANIFOLDResearch Article
ON UNRESTRICTED DUAL-GENERALIZED COMPLEX HORADAM NUMBERSResearch Article
Intuitionistic fine spaceResearch Article
A second order numerical method for pseudo-parabolic equations having both layer behavior and delay argumentResearch Article
SOME INTEGRAL INEQUALITIES THROUGH TEMPERED FRACTIONAL INTEGRAL OPERATORResearch Article
Numerical Radius and p-Schatten Norm Inequalities for Power Series of Operators in Hilbert SpacesResearch Article
A New Approach to Construct and Extend the Schur Stable Matrix FamiliesResearch Article
Mathematical Model for the Dynamics of Alcohol-Marijuana Co-AbuseResearch Article
Complex Deformable DerivativeResearch Article
Diffraction of Sound from Semi-Infinite Perforated and Semi-Infinite Coated Duct with Ring SourceResearch Article
On the Mellin-Gauss-Weierstrass operators in the Mellin-Lebesgue spacesResearch Article
On the Jacobsthal numbers which are the product of two Modified Pell NumbersResearch Article
Two Parameter Ridge Estimator for the Bell Regression ModelResearch Article
Spectral Properties of a Functional Binomial MatrixResearch Article
Biomedical modelling through path analysis approachResearch Article
A New Approach to Curve Couples with Bishop Frame Oriented ApproachResearch Article
CONFORMAL η-RICCI-YAMABE SOLITONS ON SUBMANIFOLDS OF AN (LCS)_{n} -MANIFOLD ADMITTING A QUARTER-SYMMETRIC METRIC CONNECTIONResearch Article
On a Class of Bi-Univalent Functions of Complex Order Related to Faber Polynomials and q-Sălăgean OperatorResearch Article
BETA GENERATED SLASH DISTRIBUTION: DERIVATION, PROPERTIES AND APPLICATION TO LIFETIME DATAResearch Article
DYNAMICAL BEHAVIOR OF A DISEASED PREDATOR-PREY MODEL WITH FEAR EFFECT AND PREY HARVESTINGResearch Article
Mathematical Analysis and Numerical Simulations for a Nonlinear Klein Gordon Equation in an Exterior DomainReview Article
APPROXIMATION PROPERTIES OF THE UNIVARIATE AND BIVARIATE BERNSTEIN–STANCU OPERATORS OF MAX-PRODUCT KINDCommunications Faculty of Sciences University of Ankara Series A1 Mathematics and Statistics.
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