Table of contents of the STUDIA UNIVERSITATIS BABES-BOLYAI issue
     
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  STUDIA MATHEMATICA - Issue no.1 / 2022 - Table of contents
     
     
 
1.  GÁBOR KASSAY - IN MEMORIAM.
          Authors: PETRA RENÁTA RIGÓ, FERENC SZENKOVITS.


2.  POROSITY-BASED METHODS FOR SOLVING STOCHASTIC FEASIBILITY PROBLEMS.
          Authors: KAY BARSHAD, SIMEON REICH, ALEXANDER J. ZASLAVSKI.


3.  A MAXIMUM THEOREM FOR GENERALIZED CONVEX FUNCTIONS.
          Authors: ZSOLT PÁLES.


4.  CONTINUITY AND MAXIMAL QUASIMONOTONICITY OF NORMAL CONE OPERATORS.
          Authors: MONICA BIANCHI, NICOLAS HADJISAVVAS, RITA PINI.


5.  ON SOME QUALITATIVE PROPERTIES OF ĆIRIĆ’S FIXED POINT THEOREM.
          Authors: MĂDĂLINA TEODORA MOGA.


6.  RELATIVE AND MUTUAL MONOTONICITY.
          Authors: CORNEL PINTEA.


7.  A RELAXED VERSION OF THE GRADIENT PROJECTION METHOD FOR VARIATIONAL INEQUALITIES WITH APPLICATIONS.
          Authors: NGUYEN THE VINH, NGO THI THUONG.


8.  WELL-POSEDNESS FOR SET-VALUED EQUILIBRIUM PROBLEMS.
          Authors: MIHAELA MIHOLCA.


9.  QUASICONVEX FUNCTIONS: HOW TO SEPARATE, IF YOU MUST!.
          Authors: JOHANNES BARTHOLOMEUS GERARDUS FRENK, JOAQUIM ANTÓNIO DOS SANTOS GROMICHO, SHUZHONG ZHANG.


10.  A NEW SPLITTING ALGORITHM FOR EQUILIBRIUM PROBLEMS AND APPLICATIONS.
          Authors: TRINH NGOC HAI, NGO THI THUONG.


11.  CHARACTERIZATIONS OF HILBERTIAN NORMS INVOLVING THE AREAS OF TRIANGLES IN A SMOOTH SPACE.
          Authors: TEODOR PRECUPANU.


12.  HERMITE-HADAMARD TYPE INEQUALITIES FOR F-CONVEX FUNCTIONS INVOLVING GENERALIZED FRACTIONAL INTEGRALS.
          Authors: HÜSEYIN BUDAK, MUHAMMAD AAMIR ALI, ARTION KASHURI.


13.  ON A PURE TRACTION PROBLEM FOR THE NONLINEAR ELASTICITY SYSTEM IN SOBOLEV SPACES WITH VARIABLE EXPONENTS.
          Authors: ZOUBAI FAYROUZ, MEROUANI BOUBAKEUR.


14.  BOUNDS FOR BLOW-UP TIME IN A SEMILINEAR PARABOLIC PROBLEM WITH VARIABLE EXPONENTS.
          Authors: ABITA RAHMOUNE, BENYATTOU BENABDERRAHMANE.


15.  SOME APPLICATIONS OF MAIA''S FIXED POINT THEOREM FOR FREDHOLM INTEGRAL EQUATION SYSTEMS.
          Authors: ALEXANDRU-DARIUS FILIP.


  
     
 
 
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