Author's details  
           
  Author's name :  IOAN A. RUS    
    Babes-Bolyai University, Faculty of Mathematics and Computer Sciences 1, Kogalniceanu Street, 400084 Cluj-Napoca, Romania, iarus@math.ubbcluj.ro      
           
  Today: 26-09-2022     
      
 
   Articles with the same author  
         
 
1.  BOUNDARY VALUE PROBLEMS FOR ITERATIVE FUNCTIONAL-DIFFERENTIAL EQUATIONS.
          Authors: IOAN A. RUS, EDITH EGRI.

2.  METRIC SPACE WITH FIXED POINT PROPERTY WITH RESPECT TO CONTRACTIONS.
          Authors: IOAN A. RUS.

3.  FIXED POINT STRUCTURES WITH THE COMMON FIXED POINT PROPERTY: MULTIVALUED OPERATORS.
          Authors: IOAN A. RUS.

4.  PICARD OPERATORS AND WELL-POSEDNESS OF FIXED POINT PROBLEMS.
          Authors: IOAN A. RUS.

5.  FIRST ORDER ITERATIVE FUNCTIONAL-DIFFERENTIAL EQUATION WITH PARAMETER.
          Authors: IOAN A. RUS, EDITH EGRI.

6.  BOOK REVIEWS: WILLIAM BYERS, HOW MATHEMATICIANS THINK USING AMBIGUITY, CONTRADICTION, AND PARADOX TO CREATE MATHEMATICS, PRINCETON UNIVERSITY PRESS, 415 PAGES, ISBN-13:978-0-691-12738-5..
          Authors: IOAN A. RUS.

7.  FIRST ORDER FUNCTIONAL DIFFERENTIAL EQUATIONS WITH STATE-DEPENDENT MODIFIED ARGUMENT.
          Authors: EDITH EGRI, IOAN A. RUS.

8.  ULAM STABILITY OF ORDINARY DIFFERENTIAL EQUATIONS.
          Authors: IOAN A. RUS.

9.  FIXED POINT AND INTERPOLATION POINT SET OF A POSITIVE LINEAR OPERATOR ON C(D).
          Authors: IOAN A. RUS.

10.  MAXIMUM PRINCIPLES FOR ELLIPTIC SYSTEMS AND THE PROBLEM OF THE MINIMUM MATRIX NORM OF A CHARACTERISTIC MATRIX, REVISITED.
          Authors: IOAN A. RUS.

11.  SOME FIXED POINT THEOREMS ON CARTESIAN PRODUCT IN TERMS OF VECTORIAL MEASURES OF NONCOMPACTNESS .
          Authors: IOAN A. RUS, MARCEL-ADRIAN ŞERBAN.

12.  ITERATES OF INCREASING LINEAR OPERATORS, VIA MAIA’S FIXED POINT THEOREM.
          Authors: IOAN A. RUS.

13.  SOME VARIANTS OF CONTRACTION PRINCIPLE, GENERALIZATIONS AND APPLICATIONS.
          Authors: IOAN A. RUS.

14.  “HOMOGENEOUS” SECOND ORDER DIFFERENTIAL EQUATION: ZEROS SEPARATION PRINCIPLES.
          Authors: IOAN A. RUS.

15.  THEORETICAL AND NUMERICAL CONSIDERATIONS ON BRATU-TYPE PROBLEMS.
          Authors: ADRIAN PETRUȘEL, IOAN A. RUS, MARCEL-ADRIAN ŞERBAN.

 
         
     
         
           
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