(1)
挿入ソート sort([3,1,2],Ys) sort([1,2],Zs1) sort([2],Zs2) sort([],Zs3) {Zs3=[]} true insert(2,[],Zs2) {Zs2=[2]} true insert(1,[2],Zs1) {Zs1=[2|Zs4]} 1>2 fail insert(1,[2],Zs1) {Zs1=[1,2|[]]} 1=<2 true insert(3,[1,2],Ys) {Ys=[1|Ys1]} 3>1 true insert(3,[2],Ys1) {Ys1=[2|Ys2]} 3>2 true insert(3,[],Ys2) {Ys2=[3]} true
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クイックソート sort([3,1,2],Ys) partition([1,2],3,Ls,Bs) {Ls=[1|Ls1]} 1 =< 3 true partition([2],3,Ls1,Bs) {Ls1=[2|Ls2]} 2 =< 3 true partition([],3,Ls2,Bs) {Ls2=[], Bs=[]} true sort([1,2],Ls3) partition([2],1,Ls4,Bs1) {Ls4=[2|Ls5]} 2 =< 1 fail partition([2],1,Ls4,Bs1) {Bs1=[2|Bs2]} 2 > 1 true partition([],1,Ls4,Bs2) {Ls4=[], Bs2=[]} true sort([],Ls5) {Ls5=[]} true sort([2],Bs3) partition([],2,Ls6,Bs4) {Ls6=[], Bs4=[]} true sort([],Ls7) {Ls7=[]} true sort([],Bs5) {Bs5=[]} true append([],[2],Bs3) {Bs3=[2]} true append([],[1,2],Ls3) {Ls3=[1,2]} true sort([],Bs6) {Bs6=[]} true append([1,2],[3],Ys) {Ys=[1,2,3]} true
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(2)
derivative(3*sin(x)-4*cos(x),x,D) {D=0} constant(3*sin(x)-4*cos(x)) integer(3*sin(x)-4*cos(x)) fail derivative(3*sin(x)-4*cos(x),x,D) {D=DF-DG} derivative(3*sin(x),x,DF) {DF=0} constant(3*sin(x)) integer(3*sin(x)) fail derivative(3*sin(x),x,DF) {DF=3*DG1+DF1*sin(x)} derivative(3,x,DF1) {DF1=0} constant(3) integer(3) true derivative(sin(x),x,DG1) {DG1=0} constant(sin(x)) integer(sin(x)) fail derivative(sin(x),x,DG1) {DG1=cos(x)} true derivative(4*cos(x),x,DG) {DG=0} constant(4*cos(x)) integer(4*cos(x)) fail derivative(4*cos(x),x,DG) {DG=4*DG1+DF1*cos(x)} derivative(4,x,DF1) {DF1=0} constant(4) integer(4) true derivative(cos(x),x,DG1) {DG1=0} constant(cos(x)) integer(cos(x)) fail derivative(cos(x),x,DG1) {DG1=-sin(x)} true
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