AFM Property of Two-Dimensional On-Line Tessellation Acceptors
        Memoirs of the Faculty of Engineering, Yamaguchi University Volume 30 Issue 2
        Page 351-354
        
    published_at 1980
            Title
        
        2 次元オンラインテセレーションアクセプタの AFM 性
        AFM Property of Two-Dimensional On-Line Tessellation Acceptors
        
    
                
                    Creators
                
                    Inoue Katsushi
                
                
            
            
                
                    Creators
                
                    Takanami Itsuo
                
                
            
            
                
                    Creators
                
                    Taniguchi Hiroshi
                
                
            
    
        
            Source Identifiers
        
    
        A family of matrix languages (or two-dimensional languages) is called an abstract family of matrices (AFM) if it is closed under the six operations of union, (column) catenation, Kleene closure. ε-free homomorphism, inverse homomorphism, and intersection with regular matrix languages. This paper shows that the class of sets accepted by nondeterministic two-dimensional on-line tessellation acceptors is an AFM, but the class of sets accepted by deterministic two-dimensional on-line tessellation acceptors is not an AFM.
        
        
            Languages
        
            jpn
    
    
        
            Resource Type
        
        departmental bulletin paper
    
    
        
            Publishers
        
            山口大学工学部
    
    
        
            Date Issued
        
        1980
    
    
        
            File Version
        
        Version of Record
    
    
        
            Access Rights
        
        open access
    
    
            Relations
        
            
                
                
                [ISSN]0372-7661
            
            
                
                
                [NCID]AN00244228
            
    
        
            Schools
        
            工学部
    
                
