Portal talk:Mathematics
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[edit] Some minor touches
I sorted the Topics, removed "Topic:" from each of the subdivisions' names, created a new Elementary Mathematics division to help reduce clutter, and fixed a couple other minor details. MichaelShoemaker 01:12, 3 February 2009 (UTC)
[edit] New page format
Please help to include featured content and links to Wikiversity content about mathematics. --JWSchmidt 16:22, 21 January 2007 (UTC)
[edit] Link
see http://equmath.net/ which is very good -- 172.174.222.148 16:50, 7 July 2007 (UTC)
[In violation of copyright laws, equmath.net duplicates the content of http://www.sosmath.com.]
[edit] Most-perfect magic square
Only One Pattern
Dear friends,
I was on a long wikibreak. I started to work again on most-perfect magic square, see sandbox/squares, sandbox/squares (details), Values of the Chautisa Yantra_magic square and commons:project:Featured_picture_candidates/File:2152085cab.png.
The informations are to large for a Wikipedia article. Please ket me know at user talk:Gangleri if somebody can cooperate in writing, proofreading, advising about these topics.
links at The On-Line Encyclopedia of Integer Sequences!
- search "magic+square"
- "most perfect magic square"
- A151941 The number of most-perfect magic squares of order 2^m where m>=2.
- searching the "all ones" sequences
- I have some ideas about making a generalisation of the Frénicle standard form using Galois group (see Galois theory) and residuals (see Isomorphism, Automorphism) to show that there is only one "generalised esentialy different" most-perfect magic square
- examples ilustrates some of the homeomorphisms
Best regards and greatings from Munich. Best regards
·לערי ריינהארט·T·m:Th·T·email me· 23:41, 21 August 2009 (UTC)
- P.S. meta:project:Babel#en:most-perfect magic squares - Jain squares and their graphical and algebraic pattern
- deleted material at meta about 4x4 type squares
- ·לערי ריינהארט·T·m:Th·T·email me· 23:50, 21 August 2009 (UTC)
[edit] A place for research
Where is a good place for collaborative research on work on filters and lattices?
Answer: Filters on Posets wiki
Here is the bibliography:
- Roland Backhouse. Galois Connections and Fixed Point Calculus. 2001.
- Grzegorz Bancerek. Prime ideals and filters. Formalized Mathematics, 8(2), 1996.
- Garrett Birkhoff. Neutral elements in general lattices. Bulletin of the American Mathematical Society, 46(8):702–705, 1940.
- Francis Borceux and Maria-Cristina Pediccio. On primeness and maximality of filters. Cahiers de Topologie et GÃľomÃľtrie DiffÃľrentielle CatÃľgoriques, 30(2):167–181, 1989.
- M. Erne, J. Koslowski, A. Melton, and G. E. Strecker. A primer on Galois connections.
- JÃąn JakubÃŋk. Center of infinitely distributive lattices. Matem. fyz. casopis, 8:116–120, 1957.
- JÃąn JakubÃŋk. Center of a complete lattice. Czechoslovak Mathematical Journal, 23(1):125–138, 1973.
- Hirokazu Nishimura. An approach to the dimension theory of continuous geometry from the standpoint of boolean valued analysis. Publications of the research Institute for Mathematical Sciences, 20(5):1091–1101, 1984.
- PlanetMath. Criteria for a poset to be a complete lattice. At http://planetmath.org/encyclopedia/CriteriaForAPosetToBeACompleteLattice.html.
- Wikipedia. w:Distributive lattice –- wikipedia, the free encyclopedia, 2009. [Online; accessed 13-May-2009].