A NEW STOCHASTIC APPROCH TO THE EXISTENCE AND MANIFESTATION OF ONCOGENES AND ITS APPLICATION TO GENE

The primary goal of this study is to investigate the stochastic aspects of a gone, which is a separate entity that is considered the fundamental unit of genetic information.

Using Ramanujan's function, a new stochastic approach to the presence and manifestation of oncogenes is offered. There is also a discussion of the applications to genetic cancer. If F0 (q)]v0 + [F0 (q)]c0 >u (-q), bronchial carcinoma or oncogene-induced cancer is created, it is proven that F0 (q)]v0 + [F0 (q)]c0 >u (-q). There are three different types of viral oncogenes (c-erb, c-sis and c-fms). 2F0 (q)-u = X0 (q)c-erb + X0 (q)c-sis + X0 (q)c-fms (-q)

The viral oncogene function X0 (q)c-fms is involved in the formation of mononuclear phagocyte cells in hemopoiesis and is linked to the CSE-1 receptor. The EGF receptor, which is linked to the oncogene function X0 (q)c-erb, promotes epidermal cell proliferation. The PDGBFchain, which is linked to the oncogene function X0 (q)c-sis, aids fibroblast proliferation.

It is discovered that Ramanujan's mock theta functions play a critical role in the quantitative estimation of oncogenic impact.

Please see the link :- https://globalpresshub.com/index.php/BN/article/view/455