Télécharger Random_Set_Theory_01.dgibi
*********************************************************************** * * RSTHS.dgibi * * Random Set Theory analysis with a single trivial analytic function * @PB(A,B,C,D) ==> (A*B) + (C*D) * *********************************************************************** GRAPH = VRAI ; 'DEBP' @PB R*TABLE ; * Analytical Function @PB !RV = ( (R.'A'.'VN' * R.'B'.'VN') + (R.'C'.'VN' * R.'D'.'VN') ) ; 'FINP' !RV ; R.'A'.'MINS' = RS%'SCV' R.'A'.'MIN' ; R.'A'.'MAXS' = RS%'SCV' R.'A'.'MAX' ; R.'A'.'CPBS' = RS%'SCS' R.'A'.'CPB' ; R.'B'.'MINS' = RS%'SCV' R.'B'.'MIN' ; R.'B'.'MAXS' = RS%'SCV' R.'B'.'MAX' ; R.'B'.'CPBS' = RS%'SCS' R.'B'.'CPB' ; R.'C'.'MINS' = RS%'SCV' R.'C'.'MIN' ; R.'C'.'MAXS' = RS%'SCV' R.'C'.'MAX' ; R.'C'.'CPBS' = RS%'SCS' R.'C'.'CPB' ; R.'D'.'MINS' = RS%'SCV' R.'D'.'MIN' ; R.'D'.'MAXS' = RS%'SCV' R.'D'.'MAX' ; R.'D'.'CPBS' = RS%'SCS' R.'D'.'CPB' ; RS%'RST' R ; JX = R.'A'.'CX' ; 'REPE' J JX ; RS%'RSV' &J 0 ; RV = @PB R ; RS%'RSR' RV &J ; 'FIN' J ; 'SI' GRAPH ; 'TITX' 'Value A [1]' 'POSX' 'CENT' 'XBOR' 0.0 2.0 'XGRA' 0.2 'TITY' 'CPB [1]' 'POSY' 'CENT' 'YBOR' 0.0 1.0 'YGRA' 0.1 'TITR' 'Random Set Theory - Analytical computation' 'GRIL' 'POIN' 'GRIS' ; 'TITX' 'Value B [1]' 'POSX' 'CENT' 'XBOR' 2.0 4.0 'XGRA' 0.2 'TITY' 'CPB [1]' 'POSY' 'CENT' 'YBOR' 0.0 1.0 'YGRA' 0.1 'TITR' 'Random Set Theory - Analytical computation' 'GRIL' 'POIN' 'GRIS' ; 'TITX' 'Value C [1]' 'POSX' 'CENT' 'XBOR' 4.0 6.0 'XGRA' 0.2 'TITY' 'CPB [1]' 'POSY' 'CENT' 'YBOR' 0.0 1.0 'YGRA' 0.1 'TITR' 'Random Set Theory - Analytical computation' 'GRIL' 'POIN' 'GRIS' ; 'TITX' 'Value D [1]' 'POSX' 'CENT' 'XBOR' 6.0 8.0 'XGRA' 0.2 'TITY' 'CPB [1]' 'POSY' 'CENT' 'YBOR' 0.0 1.0 'YGRA' 0.1 'TITR' 'Random Set Theory - Analytical computation' 'GRIL' 'POIN' 'GRIS' ; 'TITX' 'Function PB [1]' 'POSX' 'CENT' 'XBOR' 30.0 60.0 'XGRA' 5.0 'TITY' 'CPB [1]' 'POSY' 'CENT' 'YBOR' 0.0 1.0 'YGRA' 0.1 'TITR' 'Random Set Theory - Analytical computation' 'GRIL' 'POIN' 'GRIS' ; 'FINS' ; 'FIN' ;
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