Superconmath: The Superconceptual (Superultramodern) Mathematics
(2005) Superconmath: The Superconceptual (Superultramodern) Mathematics, in Superultramodern Science and Philosophy. Red Lead Press.
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Abstract
The term Superconmath means Superconceptual Mathematics. It is a meta-mathematical system that defines the structure of Superultramodern Mathematical Science. Superconmath proposes that the conventional (i.e. pre-superultramodern or modern/ultramodern) mathematical science is not as conceptual as it should be. In other words, it has conceptual deficiencies, in nature as well as in approach. Superconmath has five main components: 1.Superconceptual Definition of Mathematics 2.Philosophy as Mathematics 3.Superconceptual Foundations of Pure mathematics 4.Superconceptual Reconstruction of Pure Mathematics 5.Superconceptual mathematical Resolution of Modern/Ultramodern Mathematical Problems This article states each of the five components, in brief.
| EPrint Type: | Book Chapter |
|---|---|
| Keywords: | Conceptual, Mathematics, Paradox, Meaning, Doubt, Modern, Ultramodern, Superultramodern, Superconceptual, Russell, Poincare, Philosophy, Hyperspace, NSTP Theory, Axiom |
| Subjects: | Theory > Philosophy Theory > Philosophy of Science Theory > Logic |
| ID Code: | 285 |
| Deposited By: | Joshi, Kedar |
| Deposited On: | 11 November 2007 |
| Alternative Locations: | http://demoprints3.eprints.org/279/, http://ezinearticles.com/?id=299887 |
Available Versions of this Item
- Conmathematics (Conceptual Mathematics): The Superultramodern Mathematics (deposited 20 September 2006)
- Superconmath: The Superconceptual (Superultramodern) Mathematics (deposited 11 November 2007) [Currently Displayed]