User talk:Rgdboer
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Hello Rgdboer and welcome to Wikipedia! Hope you like it here, and stick around.
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Hi. Welcome to Wikibooks from me also. Style tips: you don't need to add spaces to the start of every line. Just type normally and let the text wrap around. Please italicise variables also. You might be interested in Wikipedia:Wikiproject Mathematics. Dysprosia 02:08, 7 Nov 2004 (UTC)
[edit] Leaf vegetables
There is now an article leaf vegetable, which you might find convenient for the self description on your user page.
Regards — Pekinensis 00:56, 19 Mar 2005 (UTC)
[edit] Whole grain
There is now an article whole grain, which you might find convenient for the self description on your user page.
Regards — Pekinensis 22:40, 15 Jun 2005 (UTC)
[edit] Tessarines, hypercomplex number
Dear Rgdboer,
I've added some isomorphic algebras to the article on tessarines which you may find interesting. In my eyes, tessarines with complex number coefficients actually form a mathematical field (not just a ring), since they are commutative, associative, and contain a multiplicative inverse for any non-0 element. If you agree, we could change this.
I'm currently asking around for opinions, also because of some concerns I have added to the discussion page of the hypercomplex number article. I'm currently soliciting comment from various parties, including you (since you've written much about non-traditional numbers in Wikipedia). Any feedback is appreciated; if you are in disagreement, or have a different suggestion, please respond on the discussion page of hypercomplex number to simplify the discussion.
Thanks, Jens Koeplinger 15:06, 19 July 2006 (UTC)
- Thanks for letting me know that tessarines contain numbers with determinant t = zz - ww = 0, and are therefore not a field. Thanks, Jens Koeplinger 13:39, 20 July 2006 (UTC)
-
- Hello. I've replaced the hypercomplex number article with a complete rewrite, which should include all previous content and statements, but with much more detail and categorization. I'm referring to many pages you've been editing here, and would appreciate any feedback. Thanks, Jens Koeplinger 22:36, 31 July 2006 (UTC)
[edit] Thanks again - coquaternion, hyperbolic quaternion, etc
Rgdboer, thanks again for your help, clarifications, and clean-up that led to good improvements to several number system articles. When I started adding isomorphisms, I first noticed one here, then another there, and over the past two months there turned-out to be a flood of isomorphisms, many of which I've for now put on hold with adding. Maybe some time later we may want to think about creating a section on each of the number systems that are currently being referenced from hypercomplex number, and title it "Isomorphisms"? We could place such a section at the same position at each article, e.g. before or after the "See also" section, or maybe even as a subsection to the "See also"?
From my end, I'll slow down for a few months, to see what comes out from the Musean hypernumber debate. I had contacted authors of two more hypercomplex extension programs, which are currently not listed in Wikipedia at all, but after seeing what happend to the authors of the material which I refered to for the Musean hypernumber article, I better not dare to ask anyone whether they still want me to write-up a Wiki article about their numbers :) ... For good reason, of course. On the other side, I'm not comfortable in representing works from certain sources in a way that differs conceptually from these sources - which seems to be what some may have requested for the Musean hypernumber article ... also for good reason.
Anyway, let me know if there's anything urgent that you'd like to see done in Wiki (errors; bad, incorrect, or misleading statements - anything that really shouldn't be here).
Thanks again, Jens Koeplinger 00:43, 23 August 2006 (UTC)
[edit] The "complex plane"
Hello, Rgdboer!
I'm responding to a remark you put on the talk page for this article.
I have recently added a substantial amount of new material to this article, and I included a small section (Other meanings of "complex plane") near the end. I hope I've addressed most of your concerns. Since you seem to be a lot keener on abstract algebra than I am (although I did take a course on group theory from a guy named Aschbacher a long time ago), I'd appreciate your assistance with one little thing.
I'd like to add one or two more paragraphs explaining why the (Eulerian/Gaussian) complex numbers have generated so much interest in analysis, while the other 2-dimensional algebraic extensions of the reals (split-complex, dual numbers) have not generated such a vast literature. I suppose it's mainly because you can't get a positive definite norm on the split-complex / dual numbers. That, and the fundamental theorem of algebra. Anyway, I'd appreciate hearing more about your views before I write those one or two additional paragraphs. Or maybe you'd like to stick something in there.
Oh -- on the "complex plane" as C×C, I'm thinking that some allusion to Cantor's mapping of C into R might be fun to put in there. What do you think?
Have a great day! ;^> DavidCBryant 23:56, 6 January 2007 (UTC)
[edit] Thanks for expanding Isaak Yaglom
Thanks for expanding Isaak Yaglom and for adding the annotated list of works. What was your source for the biographical details you added? --Jtir 15:48, 10 June 2007 (UTC)
- All the biographical information I used is from the Russian Mathematical Surveys v.44 obituary listed in the references. Rgdboer 22:27, 11 June 2007 (UTC)
- Thanks. I have added <ref> tags citing it. I added an introductory sentence to the Institutes and titles section to have a place to hang the <ref> tag there. --Jtir 22:07, 12 June 2007 (UTC)
[edit] Your extraordinary degree of detail, precision, and insistence of historical facts
Robert - during the past year or so I've come across several of your edits in certain algebra related articles, most recently in the discussion about merging split-/para-/hyperbolic-/coquaternions into one article. During every edit you have exhibited an extraordinary desire to present and preserve historically and factually correct information. It is your diligence that actively provides better and more profound support of factual and historical information in Wikipedia. Therefore you truly deserve:
The Barnstar of Diligence | ||
For your active contribution and clarification of historical facts in 19th century algebra related articles. Jens Koeplinger 01:06, 11 June 2007 (UTC) |
Thank you.Rgdboer
[edit] Solicitation
Hello Rgdboer, I am very interested in your work about inversive rings and conformal geometry. So I wish to know how I could adquire more information about your work, maybe books or papers... I am a spanish researcher and my email is XXXXXXXXXXXX. Thanks you very much —Preceding unsigned comment added by 157.88.131.7 (talk) 11:48, 7 September 2007 (UTC)
- Please do not leave your e-mail address here, for your own sake, as this is a public place. Generally the "User talk" is for Wikipedia business: pages in development, work done or to be done, progress reports. If you have a need to contact me personally for any reason, click on the "E-mail this user" in the left column toolbox. I will reply and we can carry on our research or what have you.Rgdboer 22:37, 13 September 2007 (UTC)
[edit] Invitation
This "User talk" space is for whatever comments or concerns may arise from readers at large or WP editors. Just click on the "edit" to the upper-right, and when the "Editing" window opens begin typing at the left margin.Rgdboer (talk) 20:56, 12 February 2008 (UTC)
[edit] Thoughts on Vector (Gibbs-Heaviside)[now deleted]
I noticed your work on Vector Analysis (Gibbs/Wilson). I'm wondering if an editor of a related-article would have some thoughts on the Vector (Gibbs-Heaviside) article. Very happy to learn first hand your thoughts on it or those of current and possible future wikipedia articles on vector analysis. --Firefly322 (talk) 11:09, 8 March 2008 (UTC)
- You have my recent remarks at Talk:Vector (spatial)#Historical remarks. Beyond that let me keep researching, reading, studying, and thinking.Rgdboer (talk) 00:07, 12 March 2008 (UTC)