Table of contents of the STUDIA UNIVERSITATIS BABES-BOLYAI issue
     
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  STUDIA MATHEMATICA - Issue no.4 / 2021 - Table of contents
     
     
 
1.  ON A PROPERTY OF THE GENERALIZED BRAUER PAIRS.
          Authors: TIBERIU COCONEȚ.


2.  POSITIVITY OF SUMS AND INTEGRALS FOR N-CONVEX FUNCTIONS VIA THE FINK IDENTITY AND NEW GREEN FUNCTIONS.
          Authors: ASIF R. KHAN, JOSIP E. PEČARIĆ.


3.  FRACTIONAL HADAMARD AND FEJÉR-HADAMARD INEQUALITIES FOR EXPONENTIALLY m-CONVEX FUNCTION.
          Authors: SAJID MEHMOOD, GHULAM FARID.


4.  ON (p, q)-OPIAL TYPE INEQUALITIES FOR (p, q)-CALCULUS.
          Authors: NECMETTIN ALP, MEHMET ZEKI SARIKAYA.


5.  COEFFICIENT BOUNDS FOR NEW SUBCLASSES OF ANALYTIC AND m-FOLD SYMMETRIC bi-UNIVALENT FUNCTIONS.
          Authors: ABBAS KAREEM WANAS, ÁGNES ORSOLYA PÁLL-SZABÓ.


6.  STRONG SUBORDINATION AND SUPERORDINATION WITH SANDWICH-TYPE THEOREMS USING INTEGRAL OPERATORS.
          Authors: PARVIZ ARJOMANDINIA, RASOUL AGHALARY.


7.  HARMONIC MAPPINGS AND ITS DIRECTIONAL CONVEXITY.
          Authors: POONAM SHARMA, OMENDRA MISHRA.


8.  POSITIVE SOLUTIONS FOR FRACTIONAL DI_ERENTIAL EQUATIONS WITH NON-SEPARATED TYPE NONLOCAL MULTI-POINT AND MULTI-TERM INTEGRAL BOUNDARY CONDITIONS.
          Authors: HABIB DJOURDEM, SLIMANE BENAICHA.


9.  POSITIVE SOLUTION OF HILFER FRACTIONAL DIFFERENTIAL EQUATIONS WITH INTEGRAL BOUNDARY CONDITIONS.
          Authors: MOHAMMED A. ALMALAHI, SATISH K. PANCHAL, MOHAMMED S. ABDO.


10.  EXISTENCE OF POSITIVE SOLUTIONS FOR A CLASS OF BVPS IN BANACH SPACES.
          Authors: LYNA BENZENATI, SVETLIN GEORGIEV GEORGIEV, KARIMA MEBARKI.


11.  BASKAKOV-KANTOROVICH OPERATORS REPRODUCING AFFINE FUNCTIONS.
          Authors: JORGE BUSTAMANTE.


12.  EXTENDED LOCAL CONVERGENCE FOR NEWTON-TYPE SOLVER UNDER WEAK CONDITIONS.
          Authors: IOANNIS K. ARGYROS, SANTHOSH GEORGE, KEDARNATH SENAPATI.


13.  A DYNAMIC ELECTROVISCOELASTIC PROBLEM WITH THERMAL EFFECTS.
          Authors: SIHEM SMATA, NEMIRA LEBRI.


14.  A WEIGHTED LOGARITHMIC BARRIER INTERIOR-POINT METHOD FOR LINEARLY CONSTRAINED OPTIMIZATION.
          Authors: SELMA LAMRI, BACHIR MERIKHI, MOHAMED ACHACHE.


  
     
 
 
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