Cuprins ediţie STUDIA UNIVERSITATIS BABEŞ-BOLYAI

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    Cuprins STUDIA MATHEMATICA - Ediţia nr.3 din 2022  
         
         
   
1.  FEKETE-SZEGŐ INEQUALITIES FOR CERTAIN SUBCLASS OF ANALYTIC FUNCTIONS ASSOCIATED WITH QUASI-SUBORDINATION.
          Autori: SHASHI KANT, PREM PRATAP VYAS.


2.  FEKETE-SZEGŐ INEQUALITY OF BI-STARLIKE AND BI-CONVEX FUNCTIONS OF ORDER b ASSOCIATED WITH SYMMETRIC q-DERIVATIVE IN CONIC DOMAINS.
          Autori: BHARAVI SHARMA RAYAPROLU, RAJYA LAXMI KALIKOTA, NANJUNDAN MAGESH.


3.  SĂLĂGEAN-TYPE HARMONIC MULTIVALENT FUNCTIONS DEFINED BY q-DIFFERENCE OPERATOR.
          Autori: OM P. AHUJA, ASENA ÇETINKAYA, OYA MERT.


4.  ON THE EXISTENCE OF POSITIVE SOLUTIONS OF A CLASS OF PARABOLIC REACTION DIFFUSION SYSTEMS.
          Autori: MOUNIR REDJOUH, SALIM MESBAHI.


5.  EXISTENCE OF SOLUTIONS FOR AN IMPULSIVE BOUNDARY VALUE PROBLEM WITH NONLINEAR DERIVATIVE DEPENDENCE ON UNBOUNDED INTERVALS VIA VARIATIONAL METHODS.
          Autori: SIHEM BOUMARAF, TOUFIK MOUSSAOUI.


6.  GENERAL STABILIZATION OF A THERMOELASTIC SYSTEMS WITH A BOUNDARY CONTROL OF A MEMORY TYPE.
          Autori: NESRINE SEMCHEDINE, HAMID BENSERIDI, SALAH DRABLA.


7.  WELL-POSEDNESS AND EXPONENTIAL DECAY FOR A LAMINATED BEAM WITH DISTRIBUTED DELAY TERM.
          Autori: MADANI DOUIB, SALAH ZITOUNI, ABDELHAK DJEBABLA.


8.  GLOBAL NONEXISTENCE OF SOLUTIONS TO SYSTEM OF KLEIN-GORDON EQUATIONS WITH DEGENERATE DAMPING AND STRONG SOURCE TERMS IN VISCOELASTICITY.
          Autori: FARES YAZID, DJAMEL OUCHENANE, KHALED ZENNIR.


9.  THE COMBINED SHEPARD OPERATOR OF INVERSE QUADRATIC AND INVERSE MULTIQUADRIC TYPE.
          Autori: TEODORA CĂTINAȘ, ANDRA MALINA.


10.  A STRONG CONVERSE INEQUALITY FOR THE ITERATED BOOLEAN SUMS OF THE BERNSTEIN OPERATOR.
          Autori: BORISLAV R. DRAGANOV.


11.  A MODIFIED POST WIDDER OPERATORS PRESERVING eAx.
          Autori: VIJAY GUPTA, GANCHO TACHEV.


12.  ON A NEW FAMILY OF GENERALIZED BERNSTEIN OPERATORS.
          Autori: MARIA TALPĂU DIMITRIU.


13.  ON POSSIBLE GENERALISATIONS OF QUASI-CONTRACTIONS.
          Autori: TÜNDE CSEH, SÁNDOR KAJÁNTÓ, ANDOR LUKÁCS.


14.  TRIANGLE ANGLE SUMS RELATED TO TRANSLATION CURVES IN SOL GEOMETRY.
          Autori: JENŐ SZIRMAI.


15.  OPTIMAL QUADRATURE FORMULAS FOR APPROXIMATE SOLUTION OF THE FIRST KIND SINGULAR INTEGRAL EQUATION WITH CAUCHY KERNEL.
          Autori: DILSHOD M. AKHMEDOV, KHOLMAT M. SHADIMETOV.


16.  A DYNAMIC PROBLEM WITH WEAR INVOLVING ELECTRO-ELASTIC-VISCOPLASTIC MATERIALS WITH DAMAGE.
          Autori: AZIZA BACHMAR, SOURAYA BOUTECHEBAK.


17.  ERRATUM TO THE PAPER BOGDAN, M., “SOME COMMENTS ON A LINEAR PROGRAMMING PROBLEM”.
          Autori: MARCEL BOGDAN.


18.  BOOK REVIEW: VIJAY GUPTA AND MICHAEL TH. RASSIAS, “COMPUTATION AND APPROXIMATION”, SPRINGER CHAM 2021, SER.: SPRINGER BRIEFS IN MATHEMATICS DOI: HTTPS://DOI.ORG/10.1007/978-3-030-85563-5.
          Autori: DORIN ANDRICA.


    
         
     
         
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