Guide to presenting Lemma, Theorems and Definitions
- From: "Azumanga" <4zumanga@xxxxxxxxx>
- Date: 6 Mar 2007 03:22:26 -0800
Has anyone ever found a good text which discusses how to present
Lemmas, Theorems and Definitions? I often find it tricky, espically
for longer ones.
Short ones are often OK, for example:
Lemma: For any vector space V, q(V) = 0.
But longer ones can get messy (note, the following isn't correct
maths, just a long Lemma).
Lemma: For any vector spaces V, group G, element g in G, integer x
such that g^x = g then given z is a solution to the equation z=x^3,
V(xz)=g
I'm sure there must be a good general framework for defining all the
bits of Lemmas, but I've found it suprisingly hard to find.
.
- Follow-Ups:
- Re: Guide to presenting Lemma, Theorems and Definitions
- From: Denis Feldmann
- Re: Guide to presenting Lemma, Theorems and Definitions
- Prev by Date: Re: convergence in norm topology
- Next by Date: Re: Fermat's Last theorem short proof
- Previous by thread: Wavelet Denoising
- Next by thread: Re: Guide to presenting Lemma, Theorems and Definitions
- Index(es):