Math Forum / Mathematics / General Topics / September 2004

Hello everyone I have a question that I need help answering. I
understand the problem and see how it's true but am unable to get my
words out correctly. So if someone could give me a push in the right
direction it would greatly be appreciated. thanks

Suppose f(x) = e^x, where -pi < x <= pi and that it's
Fourier expansion is:
sum_-inf^inf (c_n e^(inx)), where i^2 = -1.
Now, let's differentiate and get:

http://www.larouchepac.com/pdf_files/phys_econ_stupid.pdf
well, read his resume -- and
check with the documentation on http://larouchepub.com.
(I don't know that there is *any* thing that is directly

Fermat's Last Theorem
Ben T. Ito
9-29-04
I will solve Fermat's last theorem.

hello....doctor~
suppose that
T = {G in X | X-G is finite set} U {empty set}
function f :X -> f(X) is bijective and open mapping.

I want to transform a set of spherical coordinates into the corresponding
coordinates in another spherical coordinate system.  These coordinates are
expressed essentially as latitudes and longitudes.  The coordinate system
that I want to transform them to is described by giving the ...

For a given dimension n, are there only finitely many Lie groups of
dimension n, up to homeomorphism?

The product of consecutive integers is never a square ?
How to prove it?

I start with a short introduction to fix some ideas (mainly mine).
Say, we have a finite set {1,2,3} and we would like to see what
happens with a given element when applying one element of the S3 group
to it. In school we used to list all the S3 permutations and all

In google-groups2-lab (or whatever that group is called),
I posted a question asking why the formatting in sci.math
appeared so screwed up. Perhaps others who access thru google
have noticed this, since they started improving (I think its

I would like to know how to prove that any finite subgroup of GL_2(Z)
is conjugate to a subgroup of (note on conventions: to denote the
dihedral group of order 2n, I use D_n):
D_6, generated by [0 -1]  and [-1 0]

I am attending my first year of mathematics graduate school.
Everything is going relatively well, I have courses in Analysis,
Algebra and Topology. I am also a TA with 5 recitation sections per
week.

Fermat's Last Theorem
Ben T. Ito
9-29-04
I will solve Fermat's last theorem.

The distribution of sample variances obej a chi-square formula if the
population is normal. But suppose the population is uniform, such as
in a lotto game.
Specifically, consider the Powerball game, in which one picks 5

Fermat's Last Theorem
Ben T. Ito
9-29-04
I will solve Fermat's last theorem.