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  • Top File of PVS vect_analysis Library

     
    top: THEORY
    %----------------------------------------------------------------------------
    %
    %    Vector Analysis Library
    %
    %    Some people will wonder why we did not exploit the more general notion of
    %    continuity in the topology library.  The main reason is that the vectors 
    %    library would then have to import a huge number of theories.  
    %
    %         Rick Butler        NASA Langley Research Center
    %         Anthony Narkawicz  NASA Langley Research Center
    %         Cesar Munoz        NASA Langley Research Center
    %
    %----------------------------------------------------------------------------
    BEGIN
    
         IMPORTING
    
    % ----- generic theories ----------------------------------------------------
    
    %    limit_real_vect,      % limit of functions over vectors
         limit_vect_real,      
         limit_vect,
    %    cont_real_vect,       % continuity of functions over vectors
    %    cont_vect_real,       
         cont_vect,
         metric_vect,
         deriv_sigma,
         deriv_dot_prod,
         deriv_real_vect,
         deriv_real_vect2,
         deriv_cont_2D,
         vect_metric_space,
         vect3_metric_space,
         vect3_Heine,
    
    % ----- specific theories ----------------------------------------------------
     
         limit_real_vect2,
    %    limit_real_vect3,
         limit_vect2_real,
         limit_vect3_real,
         limit_vect2_vect2,
         cont_real_vect2,
    %    cont_real_vect3,
         cont_vect2_real,
         cont_vect3_real,
         cont_vect2_vect2,
         vect2_cont_comp,
         vect2_cont_comp2,      %% handles [T1 -> T2] 
         vect2_cont_dot,
         vect_cont_2D,
    
         vect_deriv_2D,
         vect_chain_rule,
         four_vects_2D_continuity,
         vect2_metric_space,
         vect2_Heine,
         vect_vect_2D_continuity,
    
    % ------- trig functions: continuity and derivatives (axiomatic versions of trig_fnd)
    
         deriv_sincos_ax
    
    END top
    
    
    

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