Hi all!
My name is Raymond, I'm a soon to be master's graduate in EE at TUM,
specializing particularly in the slightly more mathematical aspects of EE.
I do an intermediate to advanced level of Python programming, and though am
a new user of Sage (~3 months), I'm rapidly picking up.
During my coursework, I was introduced to measure theory, when looking at
notions of probability in terms of communication systems - took a couple of
graduate level courses in similar abstract mathematics, and soon I found
myself fascinated with number theory.
Anyways, I'm looking to get seriously involved with working on this
fascinating project. To get started, I have a few questions:
1. From Meta-Ticket 17716, I couldn't understand the example 2, (4 * n2 * t
+ 3 * n * t2 + O(n)) + (O(n2 * t3/2)) evaluates to (3 * n * t2 + O(n2 * t3/2
)).
Highly likely that this is something basic, but despite reading the
explanation below, I couldn't quite get a hang of it. So, are there
pointers to any mathematical primers - courses, lectures, etc, online which
would be most relevant to this project that you could point me to?
2. I would like to get a top-level view of the 3 points envisaged within
this project
1.
*Advanced operations with asymptotic expressions*
2.
*Implement mutlivariate growth groups*
3.
*Interplay with existing Sage-Objects ("User-Interface")*
Any pointers on as to how to get started - getting a top-level overview of
each of these aspects?
3. And finally, I thought one of the aspects was really quite exciting - in
point 2 above. This is to do with multivariate variables with
dependencies.Any pointers to modelling these as well?
Thanks in advance for your time! :-)
Raymond
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