Table of contents of the STUDIA UNIVERSITATIS BABES-BOLYAI issue
     
You can see below the table of contents of the STUDIA the issue selected. In order to view the summary of an article, you can access the link from its title. In order to obtain a synthesis on an article writer, accessing the link from the author's name will show all the archive articles of that article's author/co-authors.
     
     
  STUDIA MATHEMATICA - Issue no.2 / 2011 - Table of contents
     
     
 
1.  PREFACE.
          Authors: OCTAVIAN AGRATINI.


2.  ASYMPTOTIC EXPANSIONS FOR FAVARD OPERATORS AND THEIR LEFT QUASI-INTERPOLANTS.
          Authors: .


3.  APPLYING THE BACKUS-GILBERT THEORY TO FUNCTION APPROXIMATION.
          Authors: .


4.  ITERATES OF MULTIDIMENSIONAL KANTOROVICHTYPE OPERATORS AND THEIR ASSOCIATED POSITIVE C0-SEMIGROUPS.
          Authors: .


5.  BLENDING SURFACES ON ELLIPSE GENERATED USING THE BERNSTEIN OPERATORS.
          Authors: .


6.  APPROXIMATION OF FUZZY NUMBERS BY TRAPEZOIDAL FUZZY NUMBERS PRESERVING THE CORE AND THE EXPECTED VALUE.
          Authors: .


7.  APPROXIMATION OF COSINE FUNCTIONS AND ROGOSINSKI TYPE OPERATORS.
          Authors: .


8.  REMARKS ON THE STATE OF THE ART OF A POSTERIORI ERROR CONTROL OF ELLIPTIC PDES IN ENERGY NORMS IN PRACTISE.
          Authors: .


9.  ON A QUATERNION VALUED GAUSSIAN RANDOM VARIABLES.
          Authors: .


10.  SLAD METHOD FOR CANCER REGISTRATION.
          Authors: IOANA CHIOREAN, LIANA LUPŞA.


11.  ON THE SZASZ-INVERSE BETA OPERATORS.
          Authors: .


12.  APPROXIMATION BY MAX-PRODUCT LAGRANGE INTERPOLATION OPERATORS.
          Authors: .


13.  ALMOST GREEDY UNIFORMLY BOUNDED ORTHONORMAL BASES IN REARRANGEMENT INVARIANT BANACH FUNCTION SPACES.
          Authors: .


14.  REMARK ON VORONOVSKAJA THEOREM FOR Q-BERNSTEIN OPERATORS.
          Authors: .


15.  APPROXIMATION BY MAX-PRODUCT TYPE NONLINEAR OPERATORS.
          Authors: .


16.  RIGID BODY TIME-STEPPING SCHEMES IN A QUASI-STATIC SETTING.
          Authors: .


17.  ON SOME QUADRATURE FORMULAS ON THE REAL LINE WITH THE HIGHER DEGREE OF ACCURACY AND ITS APPLICATIONS.
          Authors: .


18.  A Q-FRACTIONAL VERSION OF ITÔ’S FORMULA.
          Authors: .


19.  STOCHASTIC SCHRÖDINGER EQUATION DRIVEN BY CYLINDRICAL WIENER PROCESS AND FRACTIONAL BROWNIAN MOTION.
          Authors: HANNELORE LISEI.


20.  STOCHASTIC SIMULATION OF THE GRADIENT PROCESS IN SEMI-DISCRETE APPROXIMATIONS OF DIFFUSION PROBLEMS.
          Authors: .


21.  UNIFORM APPROXIMATION IN WEIGHTED SPACES USING SOME POSITIVE LINEAR OPERATORS.
          Authors: .


22.  RECENT RESULTS ON CHLODOVSKY OPERATORS.
          Authors: .


23.  MULTIFRACTIONAL BROWNIAN MOTION IN VEHICLE CRASH TESTS .
          Authors: .


24.  NUMERICAL QUADRATURES AND ORTHOGONAL POLYNOMIALS.
          Authors: GRADIMIR V. MILOVANOVIĆ.


25.  ON THE POINTWISE CONVERGENCE OF THE CHEBYSHEV BEST APPROXIMATION ON JACOBI NODES.
          Authors: ALEXANDRU IOAN MITREA.


26.  ON ELLIPTIC PARTIAL DIFFERENTIAL EQUATIONS WITH RANDOM COEFFICIENTS.
          Authors: .


27.  NOTE ON Q-BERNSTEIN-SCHURER OPERATORS .
          Authors: .


28.  ESTIMATES FOR GENERAL POSITIVE LINEAR OPERATORS ON NON-COMPACT INTERVAL USING WEIGHTED MODULI OF CONTINUITY.
          Authors: .


29.  STEFFENSEN TYPE METHODS FOR APPROXIMATING SOLUTIONS OF DIFFERENTIAL EQUATIONS.
          Authors: .


30.  APPROXIMATION METHODS FOR SECOND ORDER NONLINEAR POLYLOCAL PROBLEMS.
          Authors: DANIEL N. POP.


31.  ON THE RATE OF CONVERGENCE OF A NEW Q-SZÁSZ-MIRAKJAN OPERATOR.
          Authors: CRISTINA RADU.


32.  DISCRETE OPERATORS ASSOCIATED WITH CERTAIN INTEGRAL OPERATORS.
          Authors: .


33.  AREA PRESERVING MAPS FROM RECTANGLES TO ELLIPTIC DOMAINS.
          Authors: .


34.  ON GRÜSS-TYPE INEQUALITIES FOR POSITIVE LINEAR OPERATORS.
          Authors: .


35.  BERNSTEIN QUASI-INTERPOLANTS ON TRIANGLES.
          Authors: .


36.  APPROXIMATION OF THE SOLUTION OF STOCHASTIC DIFFERENTIAL EQUATIONS DRIVEN BY MULTIFRACTIONAL BROWNIAN MOTION.
          Authors: .


37.  ESTIMATES WITH OPTIMAL CONSTANTS USING PEETRE’S K-FUNCTIONALS OF ORDER 2.
          Authors: .


38.  ON THE APPROXIMATION OF THE CONSTANT OF NAPIER.
          Authors: .


 
     
 
 
    Back to previous page