Infinity Paradoxes in the Light of its More Accurate Algebraic Representation
Journal Title: International Journal of Innovation in Science and Mathematics - Year 2018, Vol 6, Issue 2
Abstract
Even though having the same cardinality, infinities are not all identical. In this paper it will be shown that a more opportune algebraic representation of infinity can complete the perspective of it and, in some cases, can give us a new sight of some paradoxes, as in the case of the Hilbert's Hotel.
Authors and Affiliations
Antonio Luigi Paolilli
Keywords
Related Articles
- EP ID EP498510
- DOI -
- Views 55
- Downloads 0
Understanding the Transition Period of Dairy Cows: Review on Recent Developments
Transition period of dairy cows has been one of the major physiological stages which decided the success of productivity and productive life of a dairy cow. Since early 19’s until up-to-date researchers had struggled to...
Different Mean-CVaR Models in Various Situations and its Effective Boundary
According to the framework of mean—CVaR model, CVaR is used instead of variance as a risk measurement to obtain the mean-CVaR model, and the intrinsic relationship between the two mode...
Some Measures to Train Professional Skills through Mathematics Modules Cdio Approach to Meet Output Standards
From the research on the output standards by the CDIO approach and studies on occupational skills requirements of the economic sector, We have proposed professional skills to train students in economics by teaching Mathe...
Research on the Correlation of Mathematical Models of “Subsistence Allowances” in Chinese Provinces
“Subsistence allowances” is a kind of guarantee system for low-income families in China. Because of the different developments in various regions of China, there are differences in the “subsistence allowances” in various...
Several Treasures of the Queen of Sciences
The Fermat’s Last Theorem (FLT). TheGuła’s Theorem. The Goldbach’s Theorem. The Conclusions. Supplement—two short proofs: of FLT for n=4 and of the Diophantine Inequalities.