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                                     Computer Sciences and Telecommunications 2018 | No.3(55) [2018.12.31]
    
            
            
            
            
            
            
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 RESEARCH OF THE DYNAMIC SYSTEM DESCRIBING MATHEMATICAL MODEL OF SETTLEMENT OF THE CONFLICT BY MEANS OF ECONOMIC COOPERATION | 
 
 8-16 |  
 
  
 Computer Sciences and Telecommunications 2018 | No.2(54) [2018.06.30]
    
            
            
            
            
            
            
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 MATHEMATICAL AND COMPUTER MODELING OF ELECTIONS WITH CONSTANT DEMOGRAPHIC FACTOR | 
 
 111-124 |  
 
  
 Computer Sciences and Telecommunications 2017 | No.2(52) [2017.10.30]
    
            
            
            
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 MATHEMATICAL MODEL OF TRANSFORMATION OF TWO-PARTY ELECTIONS TO THREE-PARTY ELECTIONS | 
 
 21-29 |  
 
  
 Computer Sciences and Telecommunications 2017 | No.1(51) [2017.06.30]
    
            
            
            
            
            
            
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 NONLINEAR  MATHEMATICAL  MODEL  OF  INTERFERENCE OF  FUNDAMENTAL AND  APPLIED RESEARCHES OF   SCIENTIFICALLY-RESEARCH INSTITUTE | 
 
 15-24 |  
 
  
 Computer Sciences and Telecommunications 2016 | No.3(49) [2016.11.30]
    
            
            
            
            
            
            
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 MATHEMATICAL  MODELING  OF  NONLINEAR  PROCESSES  OF  TWO-LEVEL  ASSIMILATION | 
 
 34-48 |  
 
  
 Computer Sciences and Telecommunications 2016 | No.2(48) [2016.06.30]
    
            
            
            
            
            
            
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 MATHEMATICAL AND COMPUTER MODELING OF THREE-PARTY ELECTIONS | 
 
 59-72 |  
 
  
 Computer Sciences and Telecommunications 2015 | No.2(46) [2015.12.31]
    
            
            
            
            
            
            
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 MATHEMATICAL AND COMPUTER MODELING OF NONLINEAR PROCESSES OF ELECTIONS WITH TWO SELECTIVE SUBJECTS  | 
 
 61-78 |  
 
  
  
            
            
            
            
            
            
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 MATHEMATICAL MODELING OF NONLINEAR PROCESSES BILATERAL ASSIMILATION | 
 
 79-85 |  
 
  
 Computer Sciences and Telecommunications 2014 | No.4(44) [2014.12.31]
    
            
            
            
            
            
            
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 MATHEMATICAL  MODELING OF NONLINEAR PROCESS  OF  ASSIMILATION  TAKING INTO ACCOUNT  DEMOGRAPHIC FACTOR | 
 
 35-43 |  
 
  
  
            
            
            
            
            
            
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 CONTINUOUS  NONLINEAR MATHEMATICAL  AND  COMPUTER MODEL  OF  INFORMATION WARFARE  WITH  PARTICIPATION  OF  AUTHORITATIVE  INTERSTATE  INSTITUTES | 
 
 53-74 |  
 
  
 Computer Sciences and Telecommunications 2014 | No.1(41) [2014.03.31]
    
            
            
            
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 NONLINEAR MATHEMATICAL MODEL OF BILATERAL ASSIMILATION | 
 
 62-68 |  
 
  
 Computer Sciences and Telecommunications 2013 | No.1(37) [2013.03.31]
    
            
            
            
            
            
            
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 A NONLINEAR MATHEMATICAL MODEL OF GOVERNANCE (Language: Russian)  | 
 
 60-64 |  
 
  
 Computer Sciences and Telecommunications 2010 | No.1(24) [2010.02.28]
    
            
            
            
            
            
            
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 MATHEMATICAL MODELING OF THE INFORMATION WARFARE (Language: Georgian)  | 
 
 78-105 |  
 
  
 Computer Sciences and Telecommunications 2009 | No.4(21) [2009.07.31]
    
            
            
            
            
            
            
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 THE INTEGRODIFFERENTIAL INEQUALITIES METHOD FOR THE SOLVING OF MODELING PROBLEMS OF GRAVITATING GAS DYNAMICS (Language: Russian)  | 
 
 104-124 |  
 
  
 Computer Sciences and Telecommunications 2009 | No.2(19) [2009.05.31]
    
            
            
            
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 ABOUT THE ECOLOGICAL MODEL "PREDATOR-PREY" TAKING INTO ACCOUNT SEASONALITY OF BREEDING OF POPULATIONS (Language: Russian)  | 
 
 35-46 |  
 
  
 Computer Sciences and Telecommunications 2007 | No.2(13) [2007.09.30]
    
            
            
            
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 ON THE ONE MATHEMATICAL MODEL OF  THE ACOUSTIC (Language: Russian)  | 
 
 65-68 |  
 
  
  
            
            
            
 | 
 THE MATHEMATICAL MODELLING OF ASTROPHYSICS  PROBLEMS | 
 
 93-101 |  
 
  
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