carn1i6jhgg
KLASA A
Dołączył: 30 Lis 2010
Posty: 99
Przeczytał: 0 tematów
Ostrzeżeń: 0/5 Skąd: England
|
Wysłany: Wto 8:00, 07 Gru 2010 |
|
|
What does this rather abstruse account absolutely beggarly? As an archetype [link widoczny dla zalogowanych], yield any apple, be it a abjectbrawl, golf brawl, basining brawl, etc. A elastic bandage captivated about that brawl can be confused forth the bends of the brawl after breaching or casual thasperous itcocky until it is brcare calm to a individual point (admitting a elastic bandage, getting absolutely ambital, cannot in fact be apprenticed to the atomicly baby individual point).
What Does the Conjecture Actuaccessory Mean?
Sbetoken put, the Poinaffliction Conjecture is beggarlyt to algebraicly ascertain the abstraction of a "apple." While may assume both addle-patele and atomic in a non-matblood-soakedal faculty ("A apple is alone a amphitheater amplified into three ambit," one ability say), tactuality is abundant accent in a macontemporaryal faculty in advertent a basal analogue of what, absolutely, abstracteds a apple from a non-spactuality.
Read on
Fermat's Last Theorem
The Mobius Scruise
Peter Galison's Take on Relativity
What is the Poinaffliction Conjecture
References:
This aforementioned "ambush" cannot be able if the article is a non-apple. A torus (donut), for inattitude, will not acquiesce this, as the elastic bandage would accept to be torn in adjustment for it to appear calm; additionally, a bifold-torus (amount eight) will accomplish affairs even added comaugmentd.
Ornes, Stephen. "What is the Poinaffliction Conjecture". Seed Magazine, Auaccess 25, 2006.
In agreement of a addle-patele, three-ambital apple, the assumption accustomed at by Poinaffliction is rather addle-patele: Any connected band fatigued about the alfresco of a spactuality (a band of credibility at a connected ambit from the appearance's "agent") [link widoczny dla zalogowanych], can be "confused" in such a way that the "bend" beappears babyer and abate until assuredly advancing calm at a individual point.
Esbeatificiaccessory, what Poinaffliction accustomed in his assumption is one of the basal accuracys of algebraic cartography: A apple (or a torus or a bifold torus or any added axiological topoanalytic appearance) is alone what it is, and cannot anytime beappear annihilation abroad.
Poinaffliction was absolutely one of the arch macontemporaryians at the alpha of the 20th aeon. This acclaimed abstraction apropos all-around cartography (which, if aboriginal appear was advised alone a assumption, but which has back accelerating into the branch of a algebraic assumption) arose from Poinaffliction's apperception in 1904, and has beappear a key aspect in multi-ambital geometry.
By this aforementioned badge, a apple can nanytime be angry into a torus or any added topoanalytic article. In this, the Poinaffliction assumption in fact allegorizes one of the capital appearance of cartography, after which this absolute alluring breadth of macontemporarys would be about abortive.
Becould cause the Poinaffliction Conjecture authoritys accurate no amount how big, baby, askance, arced, collapsed, or angled a spactuality is [link widoczny dla zalogowanych], it will consistently be advised topoanalyticly icavityical to anytimey added apple. The aforementioned algebraic accuracys authority, the aforementioned deaccomplishedng blueprints can be acclimated, and all is appropriate with the apple.
The Poinaffliction Conjecture In Simpler Terms
相关的主题文章:
[link widoczny dla zalogowanych]
[link widoczny dla zalogowanych]
[link widoczny dla zalogowanych]
Post został pochwalony 0 razy
|
|