Necessary Conditions for Optimal Solution of Control Problems with State-variable Inequality Constraints (<a special feature article> Information and Science)
        Bulletin of the Integrated Center for Education Research and Training Volume 13
        Page 199-223
        
    published_at 2002
            Title
        
        Necessary Conditions for Optimal Solution of Control Problems with State-variable Inequality Constraints (<a special feature article> Information and Science)
        
        
    
                
                    Creators
                
                    Nagahisa Youji
                
                
            
    
        
            Source Identifiers
        
    
    
            Creator Keywords
        
            情報処理教育研究
            Optimal control
            State constraint
            Necessary condition
            Regularity condition
            Information and Science
    Abstract.In this paper, necessary optimality conditions for optimal control problems subject to state- variable inequality constraints are derived under regularity assumptions for the problems. It is shown that so-called adjoint variables are continuous on whole interval on which the optimal state variable are defined. The regularity assumptions are sufficient condition for continuity of the adjoint variables.
        
        
            Languages
        
            eng
    
    
        
            Resource Type
        
        departmental bulletin paper
    
    
        
            Publishers
        
            山口大学教育学部附属教育実践総合センター
    
    
        
            Date Issued
        
        2002
    
    
        
            File Version
        
        Version of Record
    
    
        
            Access Rights
        
        open access
    
    
            Relations
        
            
                
                
                [ISSN]1346-8294
            
            
                
                
                [NCID]AA11250344
            
    
        
            Schools
        
            教育学部
    
                
