Bhagavana Mahavira and his Relevance in Modern Times

Author(s): Narendra Bhanavat, Prem Suman Jain, V P Bhatt
Publisher: Akhil Bharat Varshiya Sadhumargi Jain Sangh

Page 160

Mathematical Foundations of Jaina Karma System
147
Here total basic vectors (Vargas) are 3100, life-stay is 40 instants, length of geometric regression is 8, the number of various-geometricregressions is 5 and the mutual-product-set is 32. Algebraic symbols for the above in case of volitions are as follows : -
Fluent , Life - time ā,
Length of geometric-regression.
Various-geometric-regression set
Mutual Product Set.
Where = is the volume of universe, a is non-summable, , 9 is the
hollow measure (Palya) of time. The numerical matrix representation for indivisible-corresponding.
sections contained in the above basic vectors is as follows :
Geometric Regression
First Tensor
Second Tensor
First.
11 10:10 9:9:9 8:8:8:8
19 18:18 17 : 17 : 17 16:16:16:16
Second
35
27 26 : 26 25 : 25 : 25 24 : 24 : 24 : 24
34 : 34 33 : 33 : 33 32:32 : 32 : 32
Third
43
51
42:42 41 : 41:41 40 : 40 : 40 : 40
50 : 50 49 : 49 : 49 48 : 48 : 48 : 48
Fourth
59
67
58 : 58
57 : 57 : 57 56: 56 : 56 : 56
66 : 66 65 : 65 : 65 64 : 64 : 64 : 64
Fifth
83
75 74 : 74
82 : 82 73 : 73 : 73
81 : 81 : 81 72:72: 72 : 72 80 : 80 : 80 : 80 For Private & Personal Use Only