Skip to main content
Article
Poincare Conjecture Can be Proven, Disproven, and Shown to Have No Relationship Between 3 Manifolds and 3 Spheres-How Science Magazine Incorrectly Oversimplified the Poincare Conjecture by Crediting Dr. Grigori Perelman of Russia Alone with A Solution
Illinois Mathematics Bulletin, Travaux Math, Lith, Russian, Math Maga,Chinese, Japanese journal math (2013)
  • James T Struck
Abstract

Poincare Conjecture Can be Proven, Disproven, and Shown to Have No Relationship Between 3 Manifolds and 3 Spheres-How Science Magazine Incorrectly Oversimplified the Poincare Conjecture by Crediting Dr. Grigori Perelman of Russia Alone with A Solution. Health care studies show that a substance can help, hurt, and have no effect. Similarly math proofs or discussions of the Poincare Conjecture unlike what Science Recognized in 2006 can show that something is false and or unrelated. 3 spheres do not need to map to manifolds

Keywords
  • Math,
  • proof,
  • disproof,
  • unrelated,
  • number systems,
  • Poincare,
  • Clay,
  • Manifold,
  • 3 sphere,
  • Health Care studie
Disciplines
Publication Date
February 3, 2013
Citation Information
James T Struck. "Poincare Conjecture Can be Proven, Disproven, and Shown to Have No Relationship Between 3 Manifolds and 3 Spheres-How Science Magazine Incorrectly Oversimplified the Poincare Conjecture by Crediting Dr. Grigori Perelman of Russia Alone with A Solution" Illinois Mathematics Bulletin, Travaux Math, Lith, Russian, Math Maga,Chinese, Japanese journal math (2013)
Available at: http://works.bepress.com/james_struck/33/