Alec Mihailovs

Dr. Aleksandrs Mihailovs

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20 years, 336 days
Mihailovs, Inc.
Owner, President, and CEO
Tyngsboro, Massachusetts, United States

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I received my Ph.D. from the University of Pennsylvania in 1998 and I have been teaching since then at SUNY Oneonta for 1 year, at Shepherd University for 5 years, at Tennessee Tech for 2 years, at Lane College for 1 year, and this year I taught at the University of Massachusetts Lowell. My research interests include Representation Theory and Combinatorics.

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These are replies submitted by Alec Mihailovs

Phone is a kind of outdated technology. I wonder why the audio portion can't be established through the computer as well. Something like Netmeeting would do that without problems.
For the record, here is the result of the input suggested by Roman Pearce in sci.math.symbolic,
Magma("Q:=GaloisField(35098201); P<x,y>:=PolynomialRing(Q,2); 
I:=ideal<P| y + (1+x^5+x^10), x^34 +1 >; Groebner(I: Al:=\"Walk\"); I;");

  "-------------------------------------

        Ideal of Polynomial ring of rank 2 over GF(35098201)
        Lexicographical Order
        Variables: x, y
        Dimension 0
        Groebner basis:
        [
            x + 33784728*y^33 + 15744019*y^32 + 14466235*y^31 + 14\
        937582*y^30 +
                9988153*y^29 + 24849537*y^28 + 13827463*y^27 + 108\
        51940*y^26 +
                25333828*y^25 + 29238403*y^24 + 35087366*y^23 + 31\
        85785*y^22 +
                12125255*y^21 + 11305600*y^20 + 713800*y^19 + 1188\
        2241*y^18 +
                23388419*y^17 + 12677392*y^16 + 20159861*y^15 + 31\
        143912*y^14 +
                33062327*y^13 + 11580433*y^12 + 10629964*y^11 + 14\
        094725*y^10 +
                12235446*y^9 + 20913610*y^8 + 23355486*y^7 + 34436\
        076*y^6 + 35026862*y^5
                + 12351747*y^4 + 6022820*y^3 + 34537573*y^2 + 9514\
        380*y + 16409093,
            y^34 + 34*y^33 + 561*y^32 + 5984*y^31 + 46376*y^30 + 2\
        78256*y^29 +
                1344904*y^28 + 5379616*y^27 + 18156204*y^26 + 1735\
        3055*y^25 +
                25833537*y^24 + 5312152*y^23 + 21881025*y^22 + 154\
        30534*y^21 +
                23145801*y^20 + 30861068*y^19 + 27872968*y^18 + 17\
        124952*y^17 +
                27873223*y^16 + 30858484*y^15 + 23140973*y^14 + 15\
        452362*y^13 +
                21951303*y^12 + 5362540*y^11 + 25762851*y^10 + 171\
        83633*y^9 +
                18014271*y^8 + 5332492*y^7 + 1357246*y^6 + 297330*\
        y^5 + 54791*y^4 +
                7854*y^3 + 748*y^2 + 34*y + 1
        ]

        "
Roman, You should post that in sci.math.symbolic, too, as a reply to Dave Rusin's post (including last Maple's output). Alec
  • The string 122282 was found at position 1,673,020 counting from the first digit after the decimal point. The 3. is not counted.
  • The string 12221982 was found at position 43,406,818 counting from the first digit after the decimal point. The 3. is not counted.
See http://www.angio.net/pi/piquery
It should be clear from the following example,
Array((1..2)$2,()->[args]);
                          [[1, 1]    [1, 2]]
                          [                ]
                          [[2, 1]    [2, 2]]
It should be clear from the following example,
Array((1..2)$2,()->[args]);
                          [[1, 1]    [1, 2]]
                          [                ]
                          [[2, 1]    [2, 2]]
Another question is - are you Richard or James Michael?
God would be the best choise.
God would be the best choise.
minimize(f,x=2..5);
                           1/2 2        1/2   1/2
                    ((2 + 2   )  - 2 + 2   ) 2
                    -----------------------------
                                  2

expand(%);

                                 1/2
                              2 2    + 5

evalf(%);

                             7.828427124
The error is in Re,
Re(Psi(2,2+2*I));
                           Psi(2, 2 + 2 I)
that is wrong. Maple 9.5 gives the correct answer,
Re(Psi(2,2+2*I));
                         Re(Psi(2, 2 + 2 I))
So what? h is still not reassigned - it points to g. Doesn't matter what g is assigned to, h should point to it.
f:=(x^2+x-4)/(x-2):

plot(f,x=-4..6,y=-2..10,discont=true); 

Student:-Calculus1:-ExtremePoints(f,x);

                               1/2       1/2
                         [2 - 2   , 2 + 2   ]
In the original post, g is reassigned, but h is not. h is still assigned to g (as a name, and not value). I don't see a bug here - it is expected behavior. Your example here represent a different situation than in the original post.
You have h:=g. Thus, every change in g makes a change in h.
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