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### invert

Course: CAP 94, Fall 2009
School: UNF
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the /* following routines compute inverses and adjoints of matrices */ /* if ratmx is false [the default] then the elements will not be converted to cre-form */ adjoint(mat):= block([adj,n], n:length(mat), adj:ident(n), if n#1 then for i thru n do for j thru n do adj)\$ invert(mat):= adj[i,j]:(-1)^(i+j)*determinant(minor(mat,j,i)), block([adj,ans], adj:adjoint(mat),...

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the /* following routines compute inverses and adjoints ...
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UNF - CAP - 4630
TTYOFF: NOLABELS: TRUE \$%SIGNUMDISTRIBUTE:%ABSDISTRIBUTE:FALSE \$%ELIGIBLE:'[SINH,ATAN,TANH,ATANH,ERF,ASINH,CSCH,COTH,ASIN] \$UNITSTEP(U) := (1+SIGNUM(U)/2 \$UNITRAMP(U) := (U+ABS(U)/2 \$MATCHDECLARE([UTRUE, VTRUE], TRUE, EVENINTEGER, EVENINTEGERP
UNF - CAP - 94
TTYOFF: NOLABELS: TRUE \$%SIGNUMDISTRIBUTE:%ABSDISTRIBUTE:FALSE \$%ELIGIBLE:'[SINH,ATAN,TANH,ATANH,ERF,ASINH,CSCH,COTH,ASIN] \$UNITSTEP(U) := (1+SIGNUM(U)/2 \$UNITRAMP(U) := (U+ABS(U)/2 \$MATCHDECLARE([UTRUE, VTRUE], TRUE, EVENINTEGER, EVENINTEGERP
UNF - CAP - 4630
/* recursion relation for modified bessel function k */kn(x,n):= block(if n=0 then return(block(karray[0]:k0(x),karray[0]), if n=1 then return(block(karray[1]:k1(x),karray[1]), karray[n]:2.*(n-1)/x*kn(x,n-1)+kn(x,n
UNF - CAP - 94
/* recursion relation for modified bessel function k */kn(x,n):= block(if n=0 then return(block(karray[0]:k0(x),karray[0]), if n=1 then return(block(karray[1]:k1(x),karray[1]), karray[n]:2.*(n-1)/x*kn(x,n-1)+kn(x,n
UNF - CAP - 4630
/* -*-MACSYMA-*- Simple programs for the numerical solution of ordinary differential equations. A better implementation of this stuff is NDIFFQ. -GJC *//* The main use for these RUNGE-KUTTA formulas is to get starting values for p
UNF - CAP - 94
/* -*-MACSYMA-*- Simple programs for the numerical solution of ordinary differential equations. A better implementation of this stuff is NDIFFQ. -GJC *//* The main use for these RUNGE-KUTTA formulas is to get starting values for p
UNF - CAP - 4630
?PUTPROP(?QUOTE(gcdivide),?FILESTRIP(?CDR([functs,lisp,dsk,share]),?QUOTE(?AUTOLOAD);det&amp; det(m):=BLOCK([n],LOCAL(a), n:LENGTH(m), IF n &lt; 2 THEN ERROR (&quot;Improper argument:&quot;,m), ARRAY(a,n,n), FOR i THRU n DO FOR j THRU n DO a[i,j]
UNF - CAP - 94
?PUTPROP(?QUOTE(gcdivide),?FILESTRIP(?CDR([functs,lisp,dsk,share]),?QUOTE(?AUTOLOAD);det&amp; det(m):=BLOCK([n],LOCAL(a), n:LENGTH(m), IF n &lt; 2 THEN ERROR (&quot;Improper argument:&quot;,m), ARRAY(a,n,n), FOR i THRU n DO FOR j THRU n DO a[i,j]
UNF - CDA - 6506
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UNF - CIS - 4930
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UNF - CIS - 4930
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UNF - COP - 6570
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UNF - COP - 6570
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UNF - COP - 6570
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UNF - COP - 6570
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UNF - COP - 2220
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UNF - CH - 2220
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UNF - CH - 05
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UNF - CH - 2220
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UNF - COP - 2220
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UNF - CH - 11
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UNF - CH - 2220
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UNF - CH - 13
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UNF - CH - 2220
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UNF - CH - 2220
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UNF - CH - 14
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UNF - COP - 6616
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UNF - COP - 2220
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UNF - COP - 2220
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UNF - CH - 2220
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UNF - CH - 2220
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UNF - COP - 2220
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UNF - COP - 2220
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UNF - CIS - 6516
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UNF - CEN - 6016
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UNF - COP - 3531
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UNF - COP - 2120
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UNF - COP - 2120
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UNF - COP - 2120
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UNF - COP - 3540
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