Article published in:Controversies, Communication and the Body
Edited by Joseph Lehmann
[Pragmatics & Cognition 23:3] 2016
► pp. 473–484
Soft logic and numbers
In this paper, we propose to see the Necker cube phenomenon as a basis for the development of a mathematical language in accordance with Leibniz’s vision of soft logic. By the development of a new coordinate system, we make a distinction between −0 and +0. This distinction enables us to present a new model for nonstandard analysis, and to develop a calculus theory without the need of the concept of limit. We also established a connection between “Recursive Distinctioning” and soft logic, and use it as a basis for a new computational model. This model has a potential to change the current computational paradigm.
Keywords: Soft logic, Necker cube, Mobius strip, Nonstandard analysis
Published online: 20 July 2017
2016 “Zeroid” noted in his web-site: http://homepages.math.uic.edu/~kauffman/CalculusLK.pdf
Klein, M. & O. Maimon
2016 The mathematics of soft logic. ICAIR Proceedings .
2016 Developing soft logic in kindergarten. To be published at Literature and Arts Review (ISSN 2517-9446, USA).
2016 Consciousness–the fifth dimension. Presented at the conference Theory of Consciousness Arizona .
2017 Network of computation and soft logic. Presented at the International school and conference on Network Science .
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