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Maplesoft is committed to providing the highest level of blatant lie about support for the products it sells
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Vladimir Bondarenko
science forum Guru


Joined: 23 Apr 2005
Posts: 601

PostPosted: Mon Jul 17, 2006 8:58 am    Post subject: Re: Maplesoft is committed to providing the highest level of blatant lie about support for the products it sells Reply with quote

.............................................................

http://www.maplesoft.com/

Being a testing amateur, we

"were totally blown away by Maplesoft's Maple 10
mathematical package"

because we have not enough time or care to read
the postings by the Cyber Tester's engineers, and
thus we are not able to realize the simple truth
that there are many dozens of thousands distinct
Maple bugs including but not limited to many 1000s
of (multiple) regression bugs.

Really, why care, we are a writer, not a reader.

.............................................................

TEST CASE: dsolve({diff(y(z),z$2)= y(z)/z,
y(0) = 0, D(y)(0)=1},y(z));

EXPECTED: y(z) = z^(1/2)*BesselI(1,2*z^(1/2))

CHECKUP: ode := diff(y(z),z$2)= y(z)/z:
ics := y(0)=1, D(y)(0)=1:
sol := y(z) = z^(1/2)*BesselI(1,2*z^(1/2)):
odetest(sol, [ode, ics]);

[0, 1, 0]


-------------------- (2005) Maple 10.00 -------------------
NULL
-------------------- (2004) Maple 9.5.1 -------------------
y(z) = z^(1/2)*BesselI(1,2*z^(1/2))
-------------------- (2004) Maple 9.5 ---------------------
y(z) = z^(1/2)*BesselI(1,2*z^(1/2))
-------------------- (2003) Maple 9 -----------------------
y(z) = z^(1/2)*BesselI(1,2*z^(1/2))
-------------------- (2002) Maple 8 -----------------------
y(z) = z^(1/2)*BesselI(1,2*z^(1/2))
-------------------- (2001) Maple 7 -----------------------
y(z) = z^(1/2)*BesselI(1,2*z^(1/2))
-------------------- (2000) Maple 6 -----------------------
y(z) = z^(1/2)*BesselI(1,2*z^(1/2))
-------------------- (1997) Maple V Rel 5 -----------------
y(z) = z^(1/2)*BesselI(1,2*z^(1/2))
-------------------- (1995) Maple V Rel 4 -----------------
y(z) = z^(1/2)*BesselI(1,2*z^(1/2))
-------------------- (1994) Maple V Rel 3 -----------------
NULL
------------------------------------------------------------


COMPARE: Mathematica 5.2

DSolve[{D[y[z],{z,2}]==y[z]/z, y[0]==0, y'[0]==1}, y[z],z]

{{y[z] -> Sqrt[z]*BesselI[1, 2*Sqrt[z]]}}

MuPAD 4.0

solve(ode({diff(y(z),z$2)= y(z)/z, y(0)=0, y'(0)=1},y(z)));

{z^(1/2)*besselI(1, 2*z^(1/2))}

.............................................................

Man + Machine Review Of Maple Crisis

http://maple.bug-list.org/maple-crisis.php

.............................................................
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Vladimir Bondarenko
science forum Guru


Joined: 23 Apr 2005
Posts: 601

PostPosted: Mon Jul 17, 2006 3:05 pm    Post subject: Re: Maplesoft is committed to providing the highest level of blatant lie about support for the products it sells Reply with quote

.............................................................

Vladimir Bondarenko writes on Mon, Jul 17 2006 11:58 am
http://groups.google.com/group/comp.soft-sys.math.maple/msg/0555e1f2818779e2

Thomas Richard writes on Mon, Jul 17 2006 3:16 pm
http://groups.google.com/group/comp.soft-sys.math.maple/msg/4b77668b6b992847

.............................................................

A typo is corrected and the data is extended due to
Herr Thomas Richard. We observe here one of several
typical kinds of Maple quality destruction we called
"spike".

.............................................................

TEST CASE: dsolve({diff(y(z),z$2)= y(z)/z,
y(0) = 0, D(y)(0)=1},y(z));

EXPECTED: y(z) = z^(1/2)*BesselI(1,2*z^(1/2))

CHECKUP: ode := diff(y(z),z$2)= y(z)/z:
ics := y(0)=0, D(y)(0)=1:
sol := y(z) = z^(1/2)*BesselI(1,2*z^(1/2)):
odetest(sol, [ode, ics]);

[0, 0, 0]

-------------------- (2006) Maple 10.04 -------------------
y(z) = z^(1/2)*BesselI(1,2*z^(1/2))
-------------------- (2005) Maple 10.01 -------------------
NULL <------------------------------------------------ BUG
-------------------- (2004) Maple 9.5.1 -------------------
y(z) = z^(1/2)*BesselI(1,2*z^(1/2))
-------------------- (2004) Maple 9.5 ---------------------
y(z) = z^(1/2)*BesselI(1,2*z^(1/2))
-------------------- (2003) Maple 9 -----------------------
y(z) = z^(1/2)*BesselI(1,2*z^(1/2))
-------------------- (2002) Maple 8 -----------------------
y(z) = z^(1/2)*BesselI(1,2*z^(1/2))
-------------------- (2001) Maple 7 -----------------------
y(z) = z^(1/2)*BesselI(1,2*z^(1/2))
-------------------- (2000) Maple 6 -----------------------
y(z) = z^(1/2)*BesselI(1,2*z^(1/2))
-------------------- (1997) Maple V Rel 5 -----------------
y(z) = z^(1/2)*BesselI(1,2*z^(1/2))
-------------------- (1995) Maple V Rel 4 -----------------
y(z) = z^(1/2)*BesselI(1,2*z^(1/2))
-------------------- (1994) Maple V Rel 3 -----------------
NULL
------------------------------------------------------------


COMPARE: Mathematica 5.2

DSolve[{D[y[z],{z,2}]==y[z]/z, y[0]==0, y'[0]==1}, y[z],z]

{{y[z] -> Sqrt[z]*BesselI[1, 2*Sqrt[z]]}}

MuPAD 4.0

solve(ode({diff(y(z),z$2)= y(z)/z, y(0)=0, y'(0)=1},y(z)));

{z^(1/2)*besselI(1, 2*z^(1/2))}

.............................................................
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Vladimir Bondarenko
science forum Guru


Joined: 23 Apr 2005
Posts: 601

PostPosted: Mon Jul 17, 2006 3:22 pm    Post subject: Re: Maplesoft is committed to providing the highest level of blatant lie about support for the products it sells Reply with quote

.............................................................

http://www.maplesoft.com/

"were totally blown away by Maplesoft's Maple 10
mathematical package"

.............................................................

Reads:

http://www.maplesoft.com/

[Being a testing amateur, we]

"were totally blown away by Maplesoft's Maple 10
mathematical package"

[because we have not enough time or care to read
the postings by the Cyber Tester's engineers, and
thus we are not able to realize the simple truth
that there are many dozens of thousands distinct
Maple bugs including but not limited to many 1000s
of (multiple) regression bugs.

Really, why care, we are a writer, not a reader.

So, dear Editor, pls send us our fee asap.]

.............................................................

DESCRIPTION: The solution to a boundary value problem
for an ODE of the second order depends
on a free parameter _C2.

Only Maple 6 of 2000 can solve this BVP
correctly.

TEST CASE: dsolve({diff(y(z),z$2)= y(z)/z^3,
y(0)= 0, y(1)= 1}, y(z));

EXPECTED: y(z) = 1/BesselY(1,-2*I)*z^(1/2)*
BesselY(1,-2*I/z^(1/2))

CHECKUP: ode := diff(y(z),z$2)= y(z)/z^3:
ics := y(0)= 0, y(1)= 1:
sol := y(z) = 1/BesselY(1,-2*I)*z^(1/2)*
BesselY(1,-2*I/z^(1/2)):
odetest(sol, [ode, ics]);

[0, 0, 0]


-------------------- (2005) Maple 10.00 -------------------
y(z) = -(_C2*BesselY(1,-2*I)-1)/BesselI(1,2)*z^(1/2)*BesselI
(1,2/z^(1/2))+_C2*z^(1/2)*BesselY(1,-2*I/z^(1/2))
-------------------- (2004) Maple 9.5.1 -------------------
y(z) = -(_C2*BesselY(1,-2*I)-1)/BesselI(1,2)*z^(1/2)*BesselI
(1,2/z^(1/2))+_C2*z^(1/2)*BesselY(1,-2*I/z^(1/2))
-------------------- (2004) Maple 9.5 ---------------------
y(z) = -(_C2*BesselY(1,-2*I)-1)/BesselI(1,2)*z^(1/2)*BesselI
(1,2/z^(1/2))+_C2*z^(1/2)*BesselY(1,-2*I/z^(1/2))
-------------------- (2003) Maple 9 -----------------------
y(z) = -(_C2*BesselY(1,-2*I)-1)/BesselI(1,2)*z^(1/2)*BesselI
(1,2/z^(1/2))+_C2*z^(1/2)*BesselY(1,-2*I/z^(1/2))
-------------------- (2002) Maple 8 -----------------------
y(z) = -(_C2*BesselY(1,-2*I)-1)/BesselI(1,2)*z^(1/2)*BesselI
(1,2/z^(1/2))+_C2*z^(1/2)*BesselY(1,-2*I/z^(1/2))
-------------------- (2001) Maple 7 -----------------------
y(z) = -(_C2*BesselY(1,-2*I)-1)/BesselI(1,2)*z^(1/2)*BesselI
(1,2/z^(1/2))+_C2*z^(1/2)*BesselY(1,-2*I/z^(1/2))
-------------------- (2000) Maple 6 -----------------------
y(z) = 1/BesselY(1,-2*I)*z^(1/2)*BesselY(1,-2*I/z^(1/2))
-------------------- (1997) Maple V Rel 5 -----------------
y(z) = undefined
-------------------- (1995) Maple V Rel 4 -----------------
NULL
-------------------- (1994) Maple V Rel 3 -----------------
NULL
------------------------------------------------------------

.............................................................
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Robert B. Israel
science forum Guru


Joined: 24 Mar 2005
Posts: 2151

PostPosted: Mon Jul 17, 2006 10:47 pm    Post subject: Re: Maplesoft is committed to providing the highest level of blatant lie about support for the products it sells Reply with quote

In article <1153149739.123254.150050@b28g2000cwb.googlegroups.com>,
Vladimir Bondarenko <vb@cybertester.com> wrote:

Quote:
DESCRIPTION: The solution to a boundary value problem
for an ODE of the second order depends
on a free parameter _C2.

Only Maple 6 of 2000 can solve this BVP
correctly.

TEST CASE: dsolve({diff(y(z),z$2)= y(z)/z^3,
y(0)= 0, y(1)= 1}, y(z));

The DE has an irregular singular point at z=0, so specifying a boundary
condition at z=0 is a bad idea in general. dsolve is not sophisticated
enough to handle something like this.

Quote:
EXPECTED: y(z) = 1/BesselY(1,-2*I)*z^(1/2)*
BesselY(1,-2*I/z^(1/2))

This does not go to 0 as z -> 0+. The real part
goes to +infinity and the imaginary part to -infinity.
Try this:

Quote:
y(z) = limit(rhs(dsolve({de,y(p)=0,y(1)=1})),p=0,right);


y(z) = (BesselI(1,2/z^(1/2))+BesselY(1,-2*I/z^(1/2)))/
(BesselI(1,2)+BesselY(1,-2*I))*z^(1/2)

Robert Israel israel@math.ubc.ca
Department of Mathematics http://www.math.ubc.ca/~israel
University of British Columbia Vancouver, BC, Canada
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Vladimir Bondarenko
science forum Guru


Joined: 23 Apr 2005
Posts: 601

PostPosted: Tue Jul 18, 2006 11:26 am    Post subject: Re: Maplesoft is committed to providing the highest level of blatant lie about support for the products it sells Reply with quote

.................................................................

http://www.maplesoft.com/support/

"Maplesoft is committed to providing the highest level
of support for the products it sells"

.................................................................

Walter Roberson writes on Mon, Jul 17 2006 11:40 pm

http://groups.google.com/group/comp.soft-sys.math.maple/msg/91e587e4f51ba18f

[ ... ]

WR> First, notice that the 'local k' has disappeared, leaving
WR> k as a reference to the global variable k.

WR> Second notice that the expression has been moved out of
WR> add() and assigned to the new local variable t4. Local
WR> variables have first-evaluation semantics, so the variable
WR> is not re-evaluated for each of add()'s iteration over k.

[ ... ]

.................................................................

DESCRIPTION: None of Maple versions since 1997 on can
generate the required trivial code correctly.

TEST CASE: foo := proc (p,q) local k; add((p[k]-q[k])^2,
k=1..2) end:
fooo := codegen[optimize](foo):
fooo(a,b);

EXPECTED: (a[1]-b[1])^2+(a[2]-b[2])^2


-------------------- (2005) Maple 10.00 -----------------------
2*(a[k]-b[k])^2
-------------------- (2004) Maple 9.5.1 -----------------------
2*(a[k]-b[k])^2
-------------------- (2004) Maple 9.5 -------------------------
2*(a[k]-b[k])^2
-------------------- (2003) Maple 9 ---------------------------
2*(a[k]-b[k])^2
-------------------- (2002) Maple 8 ---------------------------
2*(a[k]-b[k])^2
-------------------- (2001) Maple 7 ---------------------------
2*(a[k]-b[k])^2
-------------------- (2000) Maple 6 ---------------------------
2*(a[k]-b[k])^2
-------------------- (1997) Maple V Rel 5 ---------------------
Warning, `k` in call to `add` is not local
2*(a[k]-b[k])^2
-------------------- (1995) Maple V Rel 4 ---------------------
N/A
-------------------- (1994) Maple V Rel 3 ---------------------
N/A
----------------------------------------------------------------


.................................................................

Other Maple codegen bugs

http://groups.google.com/groups/search?q=Maple+codegen+bug&qt_s=Search

.................................................................
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Vladimir Bondarenko
science forum Guru


Joined: 23 Apr 2005
Posts: 601

PostPosted: Wed Jul 19, 2006 3:20 am    Post subject: Re: Maplesoft is committed to providing the highest level of blatant lie about support for the products it sells Reply with quote

.................................................................

http://www.maplesoft.com/support/

"Maplesoft is committed to providing the highest level
of support for the products it sells"

.................................................................

Sez you!

A Maplesoft customer, enjoy yet another bug the long-liver.

.................................................................

Walter Roberson writes on Tue, Jul 18 2006 8:22 pm

http://groups.google.com/group/comp.soft-sys.math.maple/msg/aac55b559c9b178e

[ ... ]

WR> Notice that the saved text version of foo has lost the
WR> delayed evaluation quotes, so when it is read back, the
WR> procedure is evaluated -once- and the single numeric
WR> result is assigned to foo, instead of the entire delay
WR> expression being assigned to foo.

WR> This problem does not happen when one saves in internal
WR> format (e.g., save foo, "/tmp/foo.m" ). Unfortunately,
WR> internal format is not so easy for a human to read...

[Oh yes. -- VB]

[ ... ]

.................................................................

DESCRIPTION: None of Maple versions since 1994 on can save
the data correctly.

TEST CASE: _FOO := 0:
foo := 'proc() global _FOO; _FOO:=_FOO+1 end()':
foo; foo;
save foo, `/tmp/foo.maple`;
read `/tmp/foo.maple`;
foo; foo;


EXPECTED: 1 2 3 4

-------------------- (2005) Maple 10.00 -----------------------
1 2 foo := 3 3 3
-------------------- (2004) Maple 9.5.1 -----------------------
1 2 foo := 3 3 3
-------------------- (2004) Maple 9.5 -------------------------
1 2 foo := 3 3 3
-------------------- (2003) Maple 9 ---------------------------
1 2 foo := 3 3 3
-------------------- (2002) Maple 8 ---------------------------
1 2 foo := 3 3 3
-------------------- (2001) Maple 7 ---------------------------
1 2 foo := 3 3 3
-------------------- (2000) Maple 6 ---------------------------
1 2 foo := 3 3 3
-------------------- (1997) Maple V Rel 5 ---------------------
1 2 foo := 3 3 3
-------------------- (1995) Maple V Rel 4 ---------------------
1 2 foo := 3 3 3
-------------------- (1994) Maple V Rel 3 ---------------------
1 2 foo := 3 3 3
----------------------------------------------------------------


.................................................................

Maple bugs: An unknown elegant bug discovered
by Jean-Michel Collard

http://groups.google.com/group/sci.math.symbolic/msg/b4fb82dd12304dd6

.................................................................
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Vladimir Bondarenko
science forum Guru


Joined: 23 Apr 2005
Posts: 601

PostPosted: Fri Jul 21, 2006 5:32 am    Post subject: Re: Maplesoft is committed to providing the highest level of blatant lie about support for the products it sells Reply with quote

...............................................................

http://www.maplesoft.com/support/

"Maplesoft is committed to providing the highest
level of support for the products it sells"

...............................................................

Dear Maple customer, please eat yet another
Maple regression bug, one of many 1000s.

Bon appetite!

...............................................................

DESCRIPTION: Only Maple V Rel 4 of 1995 and Maple V Rel 5
of 1997 can calculate this limit correctly.

TEST CASE: limit(1/sqrt(1+z^(z^z)), z= -1);

EXPECTED: undefined

CHECKUP: limit(1/sqrt(1+z^(z^z)), z= -1.001);
limit(1/sqrt(1+z^(z^z)), z= -0.999);

9.335771067 + 1.323435694*I
1.312891021 - 9.280839335*I


-------------------- (2005) Maple 10.00 ---------------------
limit(1/(1+z^(z^z))^(1/2),z = -1)
-------------------- (2004) Maple 9.5.1 ---------------------
limit(1/(1+z^(z^z))^(1/2),z = -1)
-------------------- (2004) Maple 9.5 -----------------------
limit(1/(1+z^(z^z))^(1/2),z = -1)
-------------------- (2003) Maple 9 -------------------------
limit(1/(1+z^(z^z))^(1/2),z = -1)
-------------------- (2002) Maple 8 -------------------------
limit(1/(1+z^(z^z))^(1/2),z = -1)
-------------------- (2001) Maple 7 -------------------------
limit(1/(1+z^(z^z))^(1/2),z = -1)
-------------------- (2000) Maple 6 -------------------------
limit(1/(1+z^(z^z))^(1/2),z = -1)
-------------------- (1997) Maple V Rel 5 -------------------
undefined
-------------------- (1995) Maple V Rel 4 -------------------
undefined
-------------------- (1994) Maple V Rel 3 -------------------
limit(1/(1+z^(z^z))^(1/2),z = -1)
--------------------------------------------------------------


...............................................................

First world's man+machine based Maple Crisis review (beta 0.1)

http://maple.bug-list.org/maple-crisis.php

(... beta 0.2 is already of 400+ pages ...)

...............................................................
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