Loading complex.fs +6 −5 Original line number Diff line number Diff line Loading @@ -117,11 +117,12 @@ previous zln z2/ zexp THEN ; : z** ( z1 z2 -- z1**z2 ) zswap zln z* zexp ; \ Test: Fibonacci-Zahlen 1e 5e fsqrt f+ f2/ fconstant phi 1e phi f- fconstant -h 1e 5e fsqrt f+ f2/ fconstant phi 1e phi f- fconstant 1-phi : zfib ( z1 -- fib[z1] ) zdup z>r phi 0e zswap z** zr> zswap z>r -h 0e zswap z** znegate zr> z+ [ phi -h f- 1/f ] FLiteral zscale ; zr> zswap z>r [ 1e phi f- ] FLiteral 0e zswap z** znegate zr> z+ [ 5e fsqrt 1/f ] FLiteral zscale ; \ complexe Operationen 02mar05py Loading Loading @@ -161,8 +162,8 @@ Defer fc. ' f. IS fc. zdup z0= IF zdrop ." 0 " exit THEN fdup f0= IF fdrop fc. exit THEN fswap fdup f0= IF fdrop ELSE fc. fdup f0> IF 1 backspaces ." +" THEN THEN ELSE fc. 1 backspaces fdup f0> IF ." +" THEN THEN fc. 1 backspaces ." i " ; : z.s ( z1 .. zn -- z1 .. zn ) zdepth 0 ?DO i zpick zswap z>r z. zr> LOOP ; Loading
complex.fs +6 −5 Original line number Diff line number Diff line Loading @@ -117,11 +117,12 @@ previous zln z2/ zexp THEN ; : z** ( z1 z2 -- z1**z2 ) zswap zln z* zexp ; \ Test: Fibonacci-Zahlen 1e 5e fsqrt f+ f2/ fconstant phi 1e phi f- fconstant -h 1e 5e fsqrt f+ f2/ fconstant phi 1e phi f- fconstant 1-phi : zfib ( z1 -- fib[z1] ) zdup z>r phi 0e zswap z** zr> zswap z>r -h 0e zswap z** znegate zr> z+ [ phi -h f- 1/f ] FLiteral zscale ; zr> zswap z>r [ 1e phi f- ] FLiteral 0e zswap z** znegate zr> z+ [ 5e fsqrt 1/f ] FLiteral zscale ; \ complexe Operationen 02mar05py Loading Loading @@ -161,8 +162,8 @@ Defer fc. ' f. IS fc. zdup z0= IF zdrop ." 0 " exit THEN fdup f0= IF fdrop fc. exit THEN fswap fdup f0= IF fdrop ELSE fc. fdup f0> IF 1 backspaces ." +" THEN THEN ELSE fc. 1 backspaces fdup f0> IF ." +" THEN THEN fc. 1 backspaces ." i " ; : z.s ( z1 .. zn -- z1 .. zn ) zdepth 0 ?DO i zpick zswap z>r z. zr> LOOP ;