This is great - now I just need to get the XFree86 nv driver to play nice with my nForce2 w/ integrated video, and I'll be able to run a non-tainted kernel.
Has anybody else had problems with X on such a board? There's apparantly a bug somewhere in the rendering code that crops up because the nv driver doesn't use hardware acceleration as much as the nvidia driver. I filed bug #811 on bugzilla, but no resolution yet:(
Modular Form: complex functions satisfying f(z) = (cz+d)^(-k) * f((az+b)/(cz+d)) with a,b,c,d integers, ad-bc = 1. These form a vector space. (k is called the weight). "Level N" is a technical condition on a,b,c,d.
Hecke series: Really a Hecke transform, it's a linear operator on the space of modular forms.
Eigenform=eigenvector.
The fourier series business just means that the form is 'nice' at infinity... see, it's all simple. Until they start talking about this Galois cohomology business. Ugh.
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This is great - now I just need to get the XFree86 nv driver to play nice with my nForce2 w/ integrated video, and I'll be able to run a non-tainted kernel.
:(
Has anybody else had problems with X on such a board? There's apparantly a bug somewhere in the rendering code that crops up because the nv driver doesn't use hardware acceleration as much as the nvidia driver. I filed bug #811 on bugzilla, but no resolution yet
For a rather alarming conspiracy story involving
linux and the sex industry, see salon.com.
The title is:
How Bill Gates and Richard Mellon
Scaife used large, firm breasts to
destroy Linux!
The threat is alarming, to say the least.
Modular Form: complex functions satisfying
f(z) = (cz+d)^(-k) * f((az+b)/(cz+d))
with a,b,c,d integers, ad-bc = 1. These form a
vector space. (k is called the weight).
"Level N" is a technical condition on a,b,c,d.
Hecke series: Really a Hecke transform, it's a
linear operator on the space of modular forms.
Eigenform=eigenvector.
The fourier series business just means that the
form is 'nice' at infinity...
see, it's all simple.
Until they start talking about this
Galois cohomology business. Ugh.