Author's details  
           
  Author's name :  MIHAIL MEGAN    
    Academy of Romanian Scientists, Bucharest, Romania; West University of Timisoara, Faculty of Mathematics and Computer Science, Department of Mathematics, Timisoara, Romania, mihail.megan@e-uvt.ro      
           
  Today: 28-09-2022     
      
 
   Articles with the same author  
         
 
1.  EXPONENTIAL INSTABILITY OF SKEW-EVOLUTION SEMIFLOWS IN BANACH SPACES.
          Authors: MIHAIL MEGAN, CODRUŢA STOICA.

2.  FUNCTIONALS ON NORMED SEQUENCE SPACES AND UNIFORM EXPONENTIAL INSTABILITY OF EVOLUTION OPERATORS.
          Authors: MIHAIL MEGAN, LARISA BIRIŞ.

3.  ON (h, k)–TRICHOTOMY FOR SKEW-EVOLUTION SEMIFLOWS IN BANACH SPACES.
          Authors: CODRUŢA STOICA, MIHAIL MEGAN.

4.  INTEGRAL CHARACTERIZATIONS FOR THE (h; k)-SPLITTING OF SKEW-EVOLUTION SEMIFLOWS.
          Authors: MIHAIL MEGAN, CLAUDIA LUMINIŢA MIHIŢ.

5.  ON (h; k; μ; ν)-TRICHOTOMY OF EVOLUTION OPERATORS IN BANACH SPACES.
          Authors: MIHAIL MEGAN, TRAIAN CEAUŞU, VIOLETA CRAI (TERLEA).

6.  DATKO CRITERIA FOR UNIFORM INSTABILITY IN BANACH SPACES.
          Authors: ROVANA BORUGA TOMA, MIHAIL MEGAN.

7.  BARBASHIN CONDITIONS FOR UNIFORM INSTABILITY OF EVOLUTION OPERATORS.
          Authors: ROVANA BORUGA TOMA, MIHAIL MEGAN.

 
         
     
         
           
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