AUTOMATED CAS BUG LISTS GENERATION
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A., A., A., G., K., M., R., R., R. and S.,
and their attempts to tame Complexity
Our patent pending methodologies, LIFT
and CYCLE, insure that your business objectives will not be sacrificed
to the whims or oversights of CAS architects and developers.
The most important question is how will a computer algebra system
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> print(singular); # Standard Worksheet
Kernel Failure
MUST BE: proc (expr::{algebraic, ...
Guassian ojbects elemements sytem nfinity
coorindates docecahedron knowns inteter
specifiy parition revoltion satisifies electic errror commmand transormation fuction....
>evalf(Int(sqrt(z)*BesselJ(0,z),z=0..infinity));
Kernel Failure
MUST BE: 0.4779887975.
> int((1-z)^z,z=0..1);
1/(1+z)
MUST BE: int((1-z)^z, z = (0 .. 1))
> limit(sin(z)^2+cos(z)^2, z = infinity);
0 .. 2
MUST BE: 1
> [limit(tan(z)*cot(z),z = infinity),
limit(simplify(tan(z)*cot(z)),z = infinity)];
[undefined, 1]
MUST BE: [1, 1]
> limit(cos(sqrt(-z)),z = infinity);
-1
.. 1
MUST BE: infinity
limit: SPURIOUS O FUNCTION
> limit(z/BesselY(0,I*sqrt(z)),z = infinity);
signum(O(1))*infinity
MUST BE: 0
> evalf(Limit(sqrt(1/(1+z)^2-I/(1+z)-1),\
z = -100));
Float(undefined)
MUST BE: .5050698296e-2+.9999617388*I
>evalf(Int(0, z = 0..infinity));
Float(undefined)
MUST BE: 0.
>evalf(subs(z=1000, (((-2)^z + 3^z )/((-2)^z -\
3^z))^(1/z)),2);
3.0+.91e-2*I
MUST BE: 1.0+.31e-2*I
evalf: INVALID MAGNITUDE
> evalf(sum(sin(Pi/2^n), n=1..infinity));
1
MUST BE: 2.481049919
An attempt to paste into a Maple session, more than 1 segment (65536 bytes) of data, Maple crashes. Mathematica is stable under the same action.
> limit((sin(z)+cos(z))^2, z = infinity);
limit(expand((sin(z)+cos(z))^2),z = infinity);
0 .. 4
-2 .. 4
MUST BE: 0..2
> series(BesselJ(Pi,z), z=0,2);
Error, (in series/function) unable to compute
MUST BE: 1/(2*z)^Pi/GAMMA(Pi+1)+\
O(z^(2+Pi));
> int(sin(z)*exp(z)*sin(1/z), z);
0
MUST BE: int(sin(z)*exp(z)*sin(1/z), z)
> int(BesselI(0, z), z=0..infinity);
0
MUST BE: infinity
> limit(GAMMA(1, z)*z, z -> infinity);
Error, (in limit) invalid limiting point
MUST BE: 0
>evalf(Int(0, z = 0..infinity));
Error, (in evalf/int) contradictory assumptions
MUST BE: -.5000000000*I
> minimize(abs(tan(I+z)),z=0..1);
f
MUST BE: (cosh(1)^2-cos(1)^2)^(1/2)/
(cos(1)^2+cosh(1)^2-1)^(1/2)
