General Mathematics

1203 Submissions

[3] viXra:1203.0056 [pdf] submitted on 2012-03-15 03:50:37

Cellular Fight. Two Player Game

Authors: Martiros Khurshudyan, Amalya Khurshudyan
Comments: 7 Pages.

In this article we proposed a new Game called as 'Cellular Fights'. It takes a long time for giving such title to this game. Before and after publishing this letter, rules are not tested and are not classified, by other words they are given as they were born in our minds and we have not any idea about issues. Fight does not mean, that the game claims and propagates inhumanity. It is pure mathematical game where we need to develop moves and provide beautiful winning over opponent, which is big art not only in desk games but in everyday life. In physics, chemistry, biology as well as in our life fight exists continuously: our healthy biological cells struggle with ill cells, political parties are involved in very hot debuts etc. Other interesting example of the fight can be considered natural reaction occurring between two chemical elements during chemical reactions. Of course many examples can be given to readers, but it is reasonable to restrict ourselves and start our trip. All basic ideas of Cellular Automata are given. Then flat jump to main purpose is given: Rules, objects for the fight as well as an environment for the fight are presented. At the and of article some problems are given for future investigations.
Category: General Mathematics

[2] viXra:1203.0051 [pdf] submitted on 2012-03-15 12:27:22

Vertex-Only Bifurcation Diagrams Are Deceptively Simple

Authors: S Halayka
Comments: 7 Pages.

By plotting the polynomials corresponding to several iterations of the logistic map, it is found that the entropy of a branching path can be larger than what is intuitively expected.
Category: General Mathematics

[1] viXra:1203.0015 [pdf] submitted on 2012-03-04 21:52:13

Recognition and Resolution of “Comprehension Uncertainty” in ai

Authors: Sukanto Bhattacharya, Kuldeep Kumar
Comments: 12 Pages.

Handling uncertainty is an important component of most intelligent behaviour – so uncertainty resolution is a key step in the design of an artificially intelligent decision system (Clark, 1990). Like other aspects of intelligent systems design, the aspect of uncertainty resolution is also typically sought to be handled by emulating natural intelligence (Halpern, 2003; Ball and Christensen, 2009). A three-valued extension of classical (i.e. binary) fuzzy logic was proposed by Smarandache (2002) when he coined the term “neutrosophic logic” as a generalization of fuzzy logic to such situations where it is impossible to de-fuzzify the original fuzzy–valued variables via some tractable membership function into either of set T or its complement TC where both T and TC are considered crisp sets. In these cases one has to allow for the possibility of a third unresolved state intermediate between T and TC.
Category: General Mathematics