[3] viXra:1306.0032 [pdf] submitted on 2013-06-06 10:22:14
Authors: Arun S. Muktibodh
Comments: 7 Pages.
Shyam Sunder Gupta [3] has dened Smarandache consecutive and reversed
Smarandache sequences of triangular numbers. Delm F.M.Torres and Viorica Teca [1] have
further investigated these sequences and dened mirror and symmetric Smarandache sequences
of triangular numbers making use of Maple system. Working on the same lines we have de-
ned and investigated consecutive, reversed, mirror and symmetric Smarandache sequences
of pentagonal numbers of dimension 2 using the Maple system .
Category: General Mathematics
[2] viXra:1306.0029 [pdf] replaced on 2014-03-22 02:47:34
Authors: A.S.Muktibodh, Y.M. Wagh
Comments: 4 Pages.
In this paper we have constructed two chains of semifields. All semifieids in the chains are Smarandache semifields.
Category: General Mathematics
[1] viXra:1306.0009 [pdf] submitted on 2013-06-03 11:24:12
Authors: Jatin Patni
Comments: 4 Pages.
This paper introduces a sequence of real number that models a very frequently occurring natural pattern which is observed by everyone. The pattern it tries to model is the angle subtended on the eye of the observer standing at a distance from a long line of equally spaced objects. There are some interesting properties that are captured by this series. It finds a connection with modelling certain aspects of human psychology and can create interesting study areas like stock market price prediction, resource allocations, efficient search algorithms, time versus effort modelling etc.
Category: General Mathematics