bio | website | maths.lth.se/~oinert |
---|---|---|
location | Lund/Malmö, Sweden | |
age | 34 | |
visits | member for | 4 years, 7 months |
seen | May 7 '13 at 14:42 | |
stats | profile views | 431 |
I am a PostDoc at Lund University, Sweden.
May 26 |
awarded | Notable Question |
Jul 20 |
awarded | Good Question |
May 6 |
accepted | Non-simple and non-unital rings with trivial centres |
May 6 |
comment |
Non-simple and non-unital rings with trivial centres
Thanks Fernando! That is a nice and elementary example. I was looking in the wrong place. |
May 6 |
asked | Non-simple and non-unital rings with trivial centres |
Mar 7 |
awarded | Popular Question |
Nov 28 |
awarded | Yearling |
Jul 3 |
comment |
going from one subject in PhD to another in Postdoc.
@Jonny: You are right, and the answer to Alan's question "Is it acceptable...?" is of course "Yes!". The purpose of my comment was to demonstrate that change is usually considered to be a healthy and good thing. |
Jul 3 |
comment |
going from one subject in PhD to another in Postdoc.
Not only is it desirable to broaden your research after completing your PhD studies. By some national funding agencies, such as the Swedish Research Council for example, this is actually a requirement to be elegible for their postdoctoral scholarships. You need to present a research plan that shows that you are are not "getting stuck" in old tracks. |
Jun 27 |
comment |
A graded ring $R$ is graded-local iff $R_0$ is a local ring?
Nice answer! Just a curiosity... Huishi Li, whose paper you refer to, is the same guy that wrote the book "Zariskian Filtrations" (K-Monographs in Mathematics) together with Van Oystaeyen. |
Jun 27 |
comment |
A graded ring $R$ is graded-local iff $R_0$ is a local ring?
Have you consulted the book "Methods of graded rings" (Springer Lecture Notes in Mathematics) by Constantin Nastasescu and Fred Van Oystaeyen? Chapter 2.9 deals with the "graded Jacobson radical" and in Corollary 2.9.3 they show that $J^g(R) \cap R_0 = J(R_0)$ (in fact they show this for gradations by arbitrary groups). I don't know if this is of any help to you though, but I thought I'd better mention it. |
Feb 17 |
comment |
Mathematical “urban legends”
This is similar to Lars' comment above. On the bottom floor of the math building at Lund University (Sweden) you'll find a students' cafe named "Hilbertrummet" (which means both "the Hilbert room" and "the Hilbert space"). |
Nov 29 |
awarded | Yearling |
Nov 17 |
awarded | Popular Question |
Nov 17 |
awarded | Commentator |
Nov 17 |
awarded | Scholar |
Nov 17 |
accepted | When is it appropriate to entitle a paper “A note on…” or “On the …”? |
Nov 17 |
comment |
When is it appropriate to entitle a paper “A note on…” or “On the …”?
Thanks everybody for all your enlightening comments! |
Nov 17 |
comment |
When is it appropriate to entitle a paper “A note on…” or “On the …”?
@Gerhard: "If you think it will be read and used by others, then..." Don't we all think (hope) so? Otherwise, what is the point of writing it? :) |
Nov 17 |
awarded | Nice Question |