diff --git a/changelog b/changelog index 50efc4a..b27a52a 100644 --- a/changelog +++ b/changelog @@ -1,3 +1,4 @@ +20080325 tpd src/input/mathml.input fix invisibletimes regression tests 20080323 tpd src/hyper/bookvol11 add menus 20080318 tpd src/input/kamke2.input check results using Maxima 20080317 tpd src/input/kamke2.input check results using Maple diff --git a/src/input/mathml.input.pamphlet b/src/input/mathml.input.pamphlet index 0cbcf7b..a19b868 100644 --- a/src/input/mathml.input.pamphlet +++ b/src/input/mathml.input.pamphlet @@ -30,9 +30,9 @@ coerce(%)$MMLFORM --R --R (2) --R "y2+2⁢x⁢y+x2" +--R w>+2xy+x2" --R Type: String --E 2 @@ -49,7 +49,7 @@ coerce(%)$MMLFORM display(coerce(%)$MMLFORM)$MMLFORM --R --R ---Ry2+2⁢x⁢y+x2 +--Ry2+2xy+x2 --R --R Type: Void --E 4 @@ -58,11 +58,12 @@ display(coerce(%)$MMLFORM)$MMLFORM --S 5 of 21 (x+y)**2 +--R --R --R 2 2 --R (5) y + 2x y + x --R ---Ry2+2⁢x⁢y+x2 +--Ry2+2xy+x2 --R --R --R Type: Polynomial Integer @@ -70,6 +71,7 @@ display(coerce(%)$MMLFORM)$MMLFORM --S 6 of 21 integrate(x**x,x) +--R --R --R x --R ++ %I @@ -84,6 +86,7 @@ integrate(x**x,x) --S 7 of 21 integral(x**x,x) +--R --R --R x --R ++ %I @@ -98,12 +101,13 @@ integral(x**x,x) --S 8 of 21 (5+sqrt 63 + sqrt 847)**(1/3) +--R --R --R +----------+ --R 3| +-+ --R (8) \|14\|7 + 5 --R ---R14⁢7+53 +--R147+53 --R --R --R Type: AlgebraicNumber @@ -111,6 +115,7 @@ integral(x**x,x) --S 9 of 21 set [1,2,3] +--R --R --R (9) {1,2,3} --R @@ -122,6 +127,7 @@ set [1,2,3] --S 10 of 21 multiset [x rem 5 for x in primes(2,1000)] +--R --R --R (10) {0,40: 1,47: 2,42: 3,38: 4} --R @@ -133,13 +139,14 @@ multiset [x rem 5 for x in primes(2,1000)] --S 11 of 21 series(sin(a*x),x=0) +--R --R --R 3 5 7 9 11 --R a 3 a 5 a 7 a 9 a 11 12 --R (11) a x - -- x + --- x - ---- x + ------ x - -------- x + O(x ) --R 6 120 5040 362880 39916800 --R ---Ra⁢x-a36⁢x3+a5120⁢x5-a75040⁢x7+a9362880⁢x9-a1139916800⁢x11+O(x12) +--Rax-a36x3+a5120x5-a75040x7+a9362880x9-a1139916800x11+O(x12) --R --R --R Type: UnivariatePuiseuxSeries(Expression Integer,x,0) @@ -147,6 +154,7 @@ series(sin(a*x),x=0) --S 12 of 21 matrix [[xi+yj for i in 1..10] for j in 1..10] +--R --R --R (12) --R [ @@ -198,6 +206,7 @@ matrix [[xi+yj for i in 1..10] for j in 1..10] --S 13 of 21 y:=operator 'y +--R --R --R (13) y --R @@ -262,6 +271,7 @@ x:=series 'x --S 18 of 21 sin(1+x) +--R --R --R (4) --R sin(1) 2 cos(1) 3 sin(1) 4 cos(1) 5 @@ -272,7 +282,7 @@ sin(1+x) --R - ------ x - ------ x + ------ x + ------ x - ------- x + O(x ) --R 720 5040 40320 362880 3628800 --R ---Rsin(1)+cos(1)⁢x-sin(1)2⁢x2-cos(1)6⁢x3+sin(1)24⁢x4+cos(1)120⁢x5-sin(1)720⁢x6-cos(1)5040⁢x7+sin(1)40320⁢x8+cos(1)362880⁢x9-sin(1)3628800⁢x10+O(x11) +--Rsin(1)+cos(1)x-sin(1)2x2-cos(1)6x3+sin(1)24x4+cos(1)120x5-sin(1)720x6-cos(1)5040x7+sin(1)40320x8+cos(1)362880x9-sin(1)3628800x10+O(x11) --R --R --R Type: UnivariatePuiseuxSeries(Expression Integer,x,0) @@ -282,6 +292,7 @@ sin(1+x) --S 19 of 21 series(1/log(y),y=1) +--R --R --R (1) --R - 1 1 1 1 2 19 3 3 4 @@ -296,7 +307,7 @@ series(1/log(y),y=1) --R - --------- (y - 1) + O((y - 1) ) --R 479001600 --R ---R(y-1)(-1)+12-112⁢(y-1)+124⁢(y-1)2-19720⁢(y-1)3+3160⁢(y-1)4-86360480⁢(y-1)5+27524192⁢(y-1)6-339533628800⁢(y-1)7+81831036800⁢(y-1)8-3250433479001600⁢(y-1)9+O((y-1)10) +--R(y-1)(-1)+12-112(y-1)+124(y-1)2-19720(y-1)3+3160(y-1)4-86360480(y-1)5+27524192(y-1)6-339533628800(y-1)7+81831036800(y-1)8-3250433479001600(y-1)9+O((y-1)10) --R --R --R Type: UnivariatePuiseuxSeries(Expression Integer,y,1) @@ -306,6 +317,7 @@ series(1/log(y),y=1) --S 20 of 21 y:UTS(FLOAT,'z,0):=exp(z) +--R --R --R (1) --R 2 3 @@ -323,7 +335,7 @@ y:UTS(FLOAT,'z,0):=exp(z) --R 10 11 --R 0.2755731922 3985890653 E -6 z + O(z ) --R ---R1.0+z+0.5⁢z2+0.1666666666 6666666667⁢z3+0.0416666666 6666666666 7⁢z4+0.0083333333 3333333333 34⁢z5+0.0013888888 8888888888 89⁢z6+0.0001984126 9841269841 27⁢z7+0.0000248015 8730158730 1587⁢z8+0.0000027557 3192239858 90653⁢z9+0.2755731922 3985890653 E -6⁢z10+O(z11) +--R1.0+z+0.5z2+0.1666666666 6666666667z3+0.0416666666 6666666666 7z4+0.0083333333 3333333333 34z5+0.0013888888 8888888888 89z6+0.0001984126 9841269841 27z7+0.0000248015 8730158730 1587z8+0.0000027557 3192239858 90653z9+0.2755731922 3985890653 E -6z10+O(z11) --R --R --R Type: UnivariateTaylorSeries(Float,z,0.0) @@ -331,6 +343,7 @@ y:UTS(FLOAT,'z,0):=exp(z) --S 21 of 21 c:=continuedFraction(314159/100000) +--R --R --R 1 | 1 | 1 | 1 | 1 | 1 | 1 | --R (2) 3 + +---+ + +----+ + +---+ + +----+ + +---+ + +---+ + +---+