Cuprins ediţie STUDIA UNIVERSITATIS BABEŞ-BOLYAI

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    Cuprins STUDIA MATHEMATICA - Ediţia nr.3 din 2023  
         
         
   
1.  IDENTIFICATION OF INDUCTION CURVES.
          Autori: LEVENTE LÓCSI.


2.  NEW INTEGRAL INEQUALITIES INVOLVING GENERALIZED RIEMANN-LIOUVILLE FRACTIONAL OPERATORS.
          Autori: JUAN GABRIEL GALEANO DELGADO, JUAN E. NÁPOLES VALDÉS, EDGARDO PÉREZ REYES.


3.  A NONLOCAL CAUCHY PROBLEM FOR NONLINEAR GENERALIZED FRACTIONAL INTEGRO-DIFFERENTIAL EQUATIONS.
          Autori: VINOD V. KHARAT, SHIVAJI TATE, ANAND RAJSHEKHAR RESHIMKAR.


4.  AN EXTENSION OF WIRTINGER’S INEQUALITY TO THE COMPLEX INTEGRAL.
          Autori: SILVESTRU SEVER DRAGOMIR.


5.  THEOREMS REGARDING STARLIKENESS AND CONVEXITY .
          Autori: LUMINIȚA IOANA COTÎRLĂ, OLGA ENGEL, RÓBERT SZÁSZ.


6.  NEW SUBCLASSES OF BI-UNIVALENT FUNCTIONS CONNECTED WITH A Q-ANALOGUE OF CONVOLUTION BASED UPON THE LEGENDRE POLYNOMIALS.
          Autori: SHEZA M. EL-DEEB, BASSANT M. EL-MATARY.


7.  NON-INSTANTANEOUS IMPULSIVE FRACTIONAL INTEGRO-DIFFERENTIAL EQUATIONS WITH PROPORTIONAL FRACTIONAL DERIVATIVES WITH RESPECT TO ANOTHER FUNCTION.
          Autori: MOHAMED I. ABBAS.


8.  A FIXED POINT APPROACH TO THE SEMI-LINEAR STOKES PROBLEM.
          Autori: DAVID BRUMAR.


9.  EXISTENCE OF SOLUTIONS FOR FRACTIONAL Q-DIFFERENCE EQUATIONS .
          Autori: ÖYKÜM ÜLKE, FATMA SERAP TOPAL.


10.  LINEAR DELAY-DIFFERENTIAL OPERATOR OF A MEROMORPHIC FUNCTION SHARING TWO SETS OR SMALL FUNCTION TOGETHER WITH VALUES WITH ITS c-SHIFT OR q-SHIFT .
          Autori: .


11.  HARDY-LITTLEWOOD-STEIN-WEISS TYPE THEOREMS FOR RIESZ POTENTIALS AND THEIR COMMUTATORS IN MORREY SPACES.
          Autori: CANAY AYKOL, JAVANSHIR J. HASANOV.


12.  EXPANSION-COMPRESSION FIXED POINT THEOREM OF LEGGETT-WILLIAMS TYPE FOR THE SUM OF TWO OPERATORS AND APPLICATIONS FOR SOME CLASSES OF BVPs.
          Autori: SALIM BENSLIMANE, SVETLIN G. GEORGIEV, KARIMA MEBARKI.


13.  REDUCING THE COMPLEXITY OF EQUILIBRIUM PROBLEMS AND APPLICATIONS TO BEST APPROXIMATION PROBLEMS.
          Autori: VALERIAN-ALIN FODOR, NICOLAE POPOVICI.


14.  TRANSMISSION PROBLEM BETWEEN TWO HERSCHEL-BULKLEY FLUIDS IN THIN LAYER.
          Autori: SAF SALIM, FARID MESSELMI, KADDOUR MOSBAH.


15.  A COMPARTMENTAL MODEL FOR COVID-19 TO ASSESS EFFECTS OF NON-PHARMACEUTICAL INTERVENTIONS WITH EMPHASIS ON CONTACT-BASED QUARANTINE.
          Autori: SAUMEN BARUA, BORNALI DAS, ATTILA DÉNES.


    
         
     
         
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