Papers

Iterated p-adic integration(pdf)

The Eisnstein Family (pdf)

with Ken McMurdy, Fake CM and the tle model of X_0(Np^3) (pdf)

with Ken McMurdy, Stable Reduction of X_0(p^3) (pdf)

The canonical subgroup of E (dvi, ps, pdf)

On the components of X_0(p^n) (dvi, ps, pdf)

Stable Maps (dvi, ps)

with Adrian Iovita, Revealing Hidden Structures ( pdf)

with William Stein, Approximating Eigenforms

P-adic Banach spaces and families of moular forms (dvi, pdf)

The Eigencurve (dvi, tex, pdf)

The Monodromy Pairing (tex, dvi)

Duality for the first de Rham cohomology group of an Abelian scheme (ps, tex, pdf)

Torsion Points on X_0(N) (dvi, tex)

Printing the dvi files:

When you click on the underlined dvi after the name of the paper you want to see, your web browser downloads the file and looks at what it was called and guesses that you probably want to xdvi it (which is a good guess). OK, it is not quite right if you want to print it out too. But IF the xdvi display of the file is still on your screen then this is still possible, because the file is still on your computer. Where is it? Well, I could tell you how to find it, or I could just guess. The guess: try looking in /tmp for a file called something like MO245623E5F3A5B0.dvi . If there are a few of them then just xdvi them all until you find the right one! This should work in practice. If it doesn't then one way of finding it is to ask your computer exactly which files it's xdvi-ing at the time, you could do this by typing

ps -auxww | grep xdvi

at a prompt. This will give some complicated output but the output will mention all the jobs it's doing that mention the word "xdvi", and one of the jobs it's currently doing will probably be "xdvi /tmp/MO23472574536.dvi" so you'll find it for sure this way. Remember this only all works before you've hit the "quit" button in xdvi, the moment you do this netscape just junks the file and you've lost it. (Paraphrased from a message of Kevin Buzzard.)


Robert F. Coleman
Last modified: Tue Jun 1 23:01:32 PDT 1999
xemacs
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