***** Sat Sep 12 01:10:44 EDT 2009 *****
***** Using a new interpreter instance for each test file. *****
***** MathPiper version: .76i *****

===========================
arithmetic.mpt: 

Result: True

Side Effects:
Test suite for Test arithmetic : 

Test suite for Basic calculations : 

Test suite for Testing math stuff : 
--IntegerOperations
--PowerN
--Rounding
--Bases
--Factorization
Exception:
===========================
binaryfactors.mpt: 

Result: True

Side Effects:

Exception:
===========================
calculus.mpt: 

Result: True

Side Effects:
--UnaryFunctionInverses
--Derivatives
--Limits
Known failure: Limit(k,Infinity)((k-phi)/k)^(k+1/2)=Exp(-phi) 
--Pslq
Exception:
===========================
canprove.mpt: 

Result: True

Side Effects:
Test suite for Propositional logic theorem prover :
Exception:
===========================
comments.mpt: 

Result: True

Side Effects:
Test suite for Checking comment syntax supported :
Exception:
===========================
complex.mpt: 

Result: True

Side Effects:
Known failure: (Limit(n,Infinity)(n^2*I^n)/(n^3+1))=0
Exception:
===========================
c_tex_form.mpt: 

Result: True

Side Effects:
Test suite for TeXForm()... : 
--IsCFormable
Exception:
===========================
cyclotomic.mpt: 

Result: True

Side Effects:
Test suite for Cyclotomic Polynomials :
Exception:
===========================
deriv.mpt: 

Result: True

Side Effects:

Exception:
===========================
dimensions.mpt: 

Result: True

Side Effects:
---- Dimensions (Tensor Rank)
Exception:
===========================
dot.mpt: 

Result: True

Side Effects:
---- Dot
Exception:
===========================
GaussianIntegers.mpt: 

Result: True

Side Effects:
Test suite for Gaussian Integers :
Exception:
===========================
includetestfiles: is not a MathPiper test file.

===========================
integrate.mpt: 

Result: True

Side Effects:
******************
tests/scripts/integrate.mpt: 28 

Integrate(x)Sin(x)/(2*y+4)
 evaluates to 
(-Cos(x))/(2*y+4)
 which differs from 
(-Cos(x))/(2*(y+2))
******************
Exception:
===========================
io.mpt: 

Result: True

Side Effects:
--Error reporting
Exception:
===========================
journal.mpt: 

Result: True

Side Effects:

Exception:
===========================
linalg.mpt: 

Result: True

Side Effects:
--LeviCivita
--VectorProducts

Test suite for Inproduct : 

Test suite for Identity matrices : 

Test suite for Check linear algebra : 
--Normalize
--DiagonalMatrix
--ZeroMatrix
--Transpose
--Determinant
--CoFactor
--Minor
--Inverse
--SolveMatrix
--Trace
Exception:
===========================
lists.mpt: 

Result: True

Side Effects:
Test suite for VarList : 
--BubbleSort
--HeapSort
--ListOperations
--Length
--Nth
--Concat
--Binary searching
--AssocDelete
---- Arithmetic Operations
Exception:
===========================
logic_simplify_test.mpt: 

Result: True

Side Effects:
Test suite for CNF :
Exception:
===========================
macro.mpt: 

Result: True

Side Effects:

Exception:
===========================
mathpiper_tests.log: is not a MathPiper test file.

===========================
matrixpower.mpt: 

Result: True

Side Effects:
---- MatrixPower
Exception:
===========================
multivar.mpt: 

Result: True

Side Effects:
Test suite for Test arithmetic :
Exception:
===========================
nthroot.mpt: 

Result: True

Side Effects:
---- NthRoot
Exception:
===========================
numbers.mpt: 

Result: True

Side Effects:
--Integer logarithms and roots
--Factorial
--Random numbers
Exception:
===========================
numerics.mpt: 

Result: True

Side Effects:
******************
tests/scripts/numerics.mpt: 9 

RoundTo(N(Sqrt(2),5)-1.41421,5)
 evaluates to 
-0.00001
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 16 

RoundTo(N(Pi,70)-3.1415926535897932384626433832795028841971693993751058209749445923078164062862,70)
 evaluates to 
-0.0000000004102067615
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 18 

RoundTo(N(Sec(2),9)-(-2.402997962),9)
 evaluates to 
0.000000002
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 20 

RoundTo(N(Cot(2),9)-(-0.457657554),9)
 evaluates to 
-0.000000001
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 21 

RoundTo(N(Sinh(2),10)-3.6268604078,10)
 evaluates to 
-0.000000006
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 23 

RoundTo(N(ArcSin(2),9)-Complex(1.570796327,1.316957897),9)
 evaluates to 
Complex(0.000000003,-0.000000007)
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 24 

RoundTo(N(ArcCos(2),9)-Complex(0,-1.316957897),9)
 evaluates to 
Complex(0,0.000000007)
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 26 

RoundTo(N(ArcSinh(2),9)-1.443635475,9)
 evaluates to 
-0.000000005
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 27 

RoundTo(N(ArcCosh(2),9)-1.316957897,9)
 evaluates to 
-0.000000007
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 29 

RoundTo(N(ArcTanh(2),9)-Complex(0.549306144,1.570796327),9)
 evaluates to 
Complex(0.000000001,0.000000003)
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 42 

RoundTo(RoundTo(N(Sin(2.0)),49)-0.9092974268256816953960198659117448427022549714479,49)
 evaluates to 
0.0000000000000000000000000000000000000000000000001
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 47 

RoundTo(RoundTo(N(Sin(2.0)),50)-0.90929742682568169539601986591174484270225497144789,50)
 evaluates to 
0.00000000000000000000000000000000000000000000000003
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 52 

RoundTo(RoundTo(N(Sin(2.0)),51)-0.90929742682568169539601986591174484270225497144789,51)
 evaluates to 
0.000000000000000000000000000000000000000000000000021
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 62 

RoundTo(RoundTo(N(Tan(20.0)),49)-2.2371609442247422652871732477303491783724839749188,49)
 evaluates to 
0.0000000000000000000000000000000000000000000000002
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 67 

RoundTo(RoundTo(N(Exp(10.32),54),54)-30333.2575962246035600343483350109621778376486335450125,48)
 evaluates to 
0.000000000000000000000000000000000000000000000013
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 72 

RoundTo(RoundTo(N(Ln(10.32/4.07)),49)-0.93044076059891305468974486564632598071134270468,49)
 evaluates to 
0.0000000000000000000000000000000000000000000000001
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 77 

RoundTo(RoundTo(N(1.3^10.32),48)-14.99323664825717956473936947123246987802978985306,48)
 evaluates to 
0.00000000000000000000000000000000000000000000004
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 82 

RoundTo(RoundTo(N(Sqrt(5.3),51),51)-2.302172886644267644194841586420201850185830282633675,51)
 evaluates to 
-0.00000000000000000000000000000000000000000000000002
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 106 

RoundTo(RoundTo(N(ArcSin(0.32)),49)-0.3257294872946301593103199105324500784354180998123,49)
 evaluates to 
0.0000000000000000000000000000000000000000000000001
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 111 

RoundTo(RoundTo(N(Sin(N(ArcSin(0.1234567)))),49)-0.1234567,49)
 evaluates to 
0.0000000000000000000000000000000000000000000000001
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 118 

RoundTo(RoundTo(N((1-Sin(N(ArcSin(1-10^(-25)))))*10^25),25)-1.,25)
 evaluates to 
-0.0000000000000000000000002
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 123 

RoundTo(N(ArcSin(N(Sin(1.234567),50)),50)-N(1.234567,50),49)
 evaluates to 
0.0000000000000000000000000000000000000000000000001
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 128 

RoundTo(RoundTo(N(ArcCos(0.32)),49)-1.2450668395002664599210017811073013636631665998753,49)
 evaluates to 
-0.0000000000000000000000000000000000000000000000003
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 133 

RoundTo(RoundTo(N(ArcTan(0.32)),49)-0.3097029445424561999173808103924156700884366304804,49)
 evaluates to 
0.0000000000000000000000000000000000000000000000001
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 138 

RoundTo(RoundTo(N(Cos(N(ArcCos(0.1234567)))),49)-0.1234567,49)
 evaluates to 
0.0000000000000000000000000000000000000000000000001
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 187 

RoundTo(RoundTo(N(Internal'GammaNum(10.5)),13)-1133278.3889487855673,13)
 evaluates to 
0.0000002144327
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 192 

RoundTo(RoundTo(N(Gamma(10.5)),13)-1133278.3889487855673,13)
 evaluates to 
0.0000002144327
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 219 

RoundTo(RoundTo(N(Zeta(40)),19)-1.0000000000009094948,19)
 evaluates to 
0.0000000000000000002
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 224 

RoundTo(RoundTo(N(Zeta(1.5)),19)-2.6123753486854883433,19)
 evaluates to 
-0.0000000000000000003
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 283 

RoundTo(N(BesselJ(0,.5))-RoundTo(.93846980724081290422840467359971262556892679709682,50),50)
 evaluates to 
-0.00000000000000000000000000000000000000000000000001
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 284 

RoundTo(N(BesselJ(0,.9))-RoundTo(.80752379812254477730240904228745534863542363027564,50),50)
 evaluates to 
-0.00000000000000000000000000000000000000000000000001
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 285 

RoundTo(N(BesselJ(0,.99999))-RoundTo(.76520208704756659155313775543958045290339472808482,50),50)
 evaluates to 
-0.00000000000000000000000000000000000000000000000001
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 291 

RoundTo(N(BesselJ(11,11))-RoundTo(.20101400990926940339478738551009382430831534125484,50),50)
 evaluates to 
-0.00000000000000000000000000000000000000000000000001
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 293 

RoundTo(RoundTo(N(BesselJ(1,10)),50)-RoundTo(.04347274616886143666974876802585928830627286711859,50),50)
 evaluates to 
0.00000000000000000000000000000000000000000000000011
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 294 

RoundTo(N(BesselJ(10,10))-RoundTo(.20748610663335885769727872351875342803274461128682,50),50)
 evaluates to 
-0.00000000000000000000000000000000000000000000000001
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 295 

RoundTo(RoundTo(N(BesselJ(1,3.6)),50)-RoundTo(.09546554717787640384570674422606098601943275490885,50),50)
 evaluates to 
0.00000000000000000000000000000000000000000000000001
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 300 

RoundTo(N(Erf(Sqrt(0.8)),20),19)
 evaluates to 
0.7940967892679316913
 which differs from 
0.7940967892679316912
******************
******************
tests/scripts/numerics.mpt: 303 

RoundTo(N(Erf(50*I+20)/10^910,22),19)
 evaluates to 
Complex(1.093171190029095858,0.0047546330693181896)
 which differs from 
Complex(1.093171190029095854,0.0047546330693181896)
******************
--Gamma constant
******************
tests/scripts/numerics.mpt: 308 

RoundTo(Internal'gamma()+0-0.5772156649015328606065120900824024310422,BuiltinPrecisionGet())
 evaluates to 
0.0000000000000000000000000000000000000001
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 311 

RoundTo(RoundTo(Internal'gamma()+0,19)-0.5772156649015328606,19)
 evaluates to 
0.0000000000000000001
 which differs from 
0
******************
******************
tests/scripts/numerics.mpt: 312 

RoundTo(RoundTo(N(1/2+gamma+Pi),19)-4.2188083184913260991,19)
 evaluates to 
-0.0000000000000000001
 which differs from 
0
******************
Exception:
===========================
nummethods.mpt: 

Result: True

Side Effects:

Exception:
===========================
ode.mpt: 

Result: True

Side Effects:

Exception:
===========================
openmath.mpt: 

Result: True

Side Effects:
Test suite for Converting to and from OpenMath expressions :
Exception:
===========================
orthopoly.mpt: 

Result: True

Side Effects:
Test suite for Testing orthogonal polynomials :
Exception:
===========================
outer.mpt: 

Result: True

Side Effects:
---- Outer
Exception:
===========================
piper_test.bat: is not a MathPiper test file.

===========================
plots.mpt: 

Result: False

Side Effects:
******************
tests/scripts/plots.mpt: 6 

ToString()Write(Plot2D(a,-1:1,output->data,points->4,depth->0))
 evaluates to 
"{{{-1,-1},{-0.5,-0.5},{0.0,0.0},{0.5,0.5},{1,1}}}"
 which differs from 
"{{{-1,-1},{-0.5,-0.5},{0,0},{0.5,0.5},{1.,1.}}}"
******************
******************
tests/scripts/plots.mpt: 7 

ToString()Write(Plot2D(b,b->-1:1,output->data,points->4))
 evaluates to 
"{{{-1,-1},{-0.5,-0.5},{0.0,0.0},{0.5,0.5},{1,1}}}"
 which differs from 
"{{{-1,-1},{-0.5,-0.5},{0,0},{0.5,0.5},{1.,1.}}}"
******************
******************
tests/scripts/plots.mpt: 14 

ToString()Write(Plot3DS(a,-1:1,-1:1,output->data,points->2))
 evaluates to 
"{{{-1,-1,-1},{-1,0,-1},{-1,1,-1},{0,-1,0},{0,0,0},{0,1,0},{1,-1,1},{1,0,1},{1,1,1}}}"
 which differs from 
"{{{-1,-1,-1},{-1,0,-1},{-1,1.,-1},{0,-1,0},{0,0,0},{0,1.,0},{1.,-1,1.},{1.,0,1.},{1.,1.,1.}}}"
******************
******************
tests/scripts/plots.mpt: 14 

ToString()Write(Plot3DS(x1,x1->-1:1,x2->-1:1,output->data,points->2))
 evaluates to 
"{{{-1,-1,0.1011417762},{-1,0,0.1011417762},{-1,1,0.1011417762},{0,-1,0.1011417762},{0,0,0.1011417762},{0,1,0.1011417762},{1,-1,0.1011417762},{1,0,0.1011417762},{1,1,0.1011417762}}}"
 which differs from 
"{{{-1,-1,-1},{-1,0,-1},{-1,1.,-1},{0,-1,0},{0,0,0},{0,1.,0},{1.,-1,1.},{1.,0,1.},{1.,1.,1.}}}"
******************
******************
tests/scripts/plots.mpt: 23 

RoundTo(RoundTo(f(3),BuiltinPrecisionGet())-0.6666666667,BuiltinPrecisionGet())
 evaluates to 
0.0000000001
 which differs from 
0
******************
******************
tests/scripts/plots.mpt: 26 

RoundTo(RoundTo(f1(3),BuiltinPrecisionGet())-0.6666666667,BuiltinPrecisionGet())
 evaluates to 
0.0000000001
 which differs from 
0
******************
Exception:
===========================
poly.mpt: 

Result: True

Side Effects:
Test suite for Polynomials :
Exception:
===========================
predicates.mpt: 

Result: True

Side Effects:
--Predicates
--Boolean Operations
--NumberCompares
--comparisons in exponential notation
******************
tests/scripts/predicates.mpt: 79 

1.0000000000000000000000000000111>1
 evaluates to 
False
 which differs from 
True
******************
******************
tests/scripts/predicates.mpt: 80 

0.999999999999999999999999999992<1
 evaluates to 
False
 which differs from 
True
******************
--Matrix predicates
******************
tests/scripts/predicates.mpt: 121 

HasFuncArith(a*b+f({b,c}),List)
 evaluates to 
True
 which differs from 
False
******************
--IsConstant
---- IsScalar
---- IsVector
---- IsVector(IsNumber)
---- Matrix Predicates
------ IsMatrix
------ IsMatrix(IsInteger)
------ IsSquareMatrix
Exception:
===========================
programming.mpt: 

Result: True

Side Effects:
--Apply
--ThreadingListables
--MapSingle
--Function definitions
--LocalVariables
Exception:
===========================
radsimp.mpt: 

Result: True

Side Effects:
Test suite for Testing simplifying nested radicals :
Exception:
===========================
regress.mpt: 

Result: True

Side Effects:
Test suite for Regression on bug reports : 
******************
tests/scripts/regress.mpt: 192 

RoundTo(RoundTo(N(ArcSin(0.0000000321232123),50),50)-0.00000003212321230000000552466124302049336784679316,50)
 evaluates to 
0.000000000000000000000005524661243
 which differs from 
0
******************
******************
tests/scripts/regress.mpt: 304 

RoundTo(N(Cos(Pi*.5))-0,BuiltinPrecisionGet())
 evaluates to 
-0.0000000002
 which differs from 
0
******************
******************
tests/scripts/regress.mpt: 326 

(Integrate(x,a,b)Cos(x)^2)-((b-Sin((-2)*b)/2)/2-(a-Sin((-2)*a)/2)/2)
 evaluates to 
(Sin(2*b)/2+b)/2-(Sin(2*a)/2+a)/2-((b-(-Sin(2*b))/2)/2-(a-(-Sin(2*a))/2)/2)
 which differs from 
0
******************
Known failure: (Limit(x,Infinity)x^n/Ln(x))=Infinity 
Known failure: (Limit(x,0,Right)x^(Ln(a)/(1+Ln(x))))=a 
Known failure: Gcd(10,3.3)!=3.3AndGcd(10,3.3)!=1 
Known failure: (D(z)Conjugate(z))=Undefined 
Known failure: ArcCos(Cos(beta))!=beta 
Known failure: (Limit(n,Infinity)n^5/2^n)=0 
Known failure: RoundTo(RoundTo(N(Cot(2),9),9),N(Cot(2),9),9)=0
Exception:
===========================
scopestack.mpt: 

Result: True

Side Effects:

Exception:
===========================
simplify.mpt: 

Result: True

Side Effects:
Test suite for Simplify :
Exception:
===========================
solve.mpt: 

Result: True

Side Effects:
--Solve
--PSolve
Exception:In function "If" : 
bad argument number 1(counting from 1) : 

The offending argument NotApply(compare,{left,right}) evaluated to NotComplex(2.00000000000000000000000000001,0.000000000000000... Source file: tests/scripts/solve.mpt Line number: 176
===========================
sturm.mpt: 

Result: True

Side Effects:

Exception:
===========================
sums.mpt: 

Result: True

Side Effects:
--Taylor
******************
tests/scripts/sums.mpt: 339 

$pp2091
 evaluates to 
Taylor'LPS(1,{-2,0,1/3,0},t,Taylor'LPS'ScalarMult(-1,Taylor'LPS(1,{2,0,(-1)/3,0},t,Taylor'LPS'ScalarMult(2,Taylor'LPS(1,{1,0,(-1)/6,0},t,Sin(t))))))
 which differs from 
Taylor'LPS(1,{-2,0,1/3,0},t,Taylor'LPS'ScalarMult(-2,Taylor'LPS(1,{1,0,(-1)/6,0},t,Sin(t))))
******************
Exception:
===========================
tensors.mpt: 

Result: True

Side Effects:
Test suite for Tensors :
Exception:
===========================
test-yacas-c-version: is not a MathPiper test file.

===========================
trace.mpt: 

Result: True

Side Effects:
---- Trace
Exception:
===========================
transforms.mpt: 

Result: True

Side Effects:

Exception:
===========================
tr.mpt: 

Result: True

Side Effects:
---- Tr (trace of tensor)
Exception:
===========================
: is not a MathPiper test file.


***** Tests complete *****

Exception Count: 1