95 reputation
4
bio website facebook.com/brenton.horne.7
location Townsville, Australia
age 18
visits member for 6 months
seen Feb 1 at 0:27
stats profile views 5

My Stackexchange Website Proposals

I proposed a new stackexchange site, pharmacy stackexchange please help me in gathering support for it becoming beta ($\beta$)! It will be for pharmacists, doctors and medical researchers.

About Me

I am a Ubuntu and Android user. I like learning about drugs.

Feel free to contact me through email and facebook so long as you keep a clean and civil tongue from what I can tell (including statuses) and do not offend me or my friends.

Best Office Suite for Ubuntu is a blog I made on the best Office Suite for Ubuntu. The comparison is based on reviews in the software centre, sourceforge.net and CNET with negatives and positives pointed out based on the reviews in the software centre.


Nov
21
revised How do you Determine Whether a Function is Square Integrable on a L2(w(x),a,b) space?
added 65 characters in body; edited title
Nov
21
awarded  Editor
Nov
21
revised How do you Determine Whether a Function is Square Integrable on a L2(w(x),a,b) space?
added 8 characters in body
Nov
21
comment How do you Determine Whether a Function is Square Integrable on a L2(w(x),a,b) space?
It is just you there was no rudeness intended at all. It was self explanatory. If you'd really like I could add the definition of a inner product in L2 space, but anyone that could answer the question would likely know it anyway. Well I would if I could find how to do LaTeX here.
Nov
21
comment How does one more Efficiently Numerically Solve Multidimensional Problems using Spectral Methods?
I know but he doesn't really help me. I want a simple code, or a simple idea not the ghastly ones he presents.
Nov
21
awarded  Scholar
Nov
21
awarded  Supporter
Nov
21
accepted How do you Determine Whether a Function is Square Integrable on a L2(w(x),a,b) space?
Nov
21
asked How do you Determine Whether a Function is Square Integrable on a L2(w(x),a,b) space?
Nov
21
asked How does one more Efficiently Numerically Solve Multidimensional Problems using Spectral Methods?
Nov
21
awarded  Autobiographer