@article{Arockiasamy_R_2018, title={The Numbers of Lakh Place of Mersenne Primes}, volume={2}, url={https://shcpub.in/index.php/cm/article/view/25}, DOI={10.26524/cm24}, abstractNote={<p>The numbers M<sub>n</sub> = 2<sup>n</sup> − 1, n > 1 are called Mersenne numbers. A Mersenne number which is also a prime is called Mersenne prime. In this paper, the numbers of lakh place of Mersenne primes M<sup>P</sup>=2<sup>P</sup>− 1, where p = 8r + 1, 8r + 3, 8r + 5, 8r + 7 for r = 1, 2, ...50 (mod 131069) are studied, and the conclusion is presented by Chinese Remainder theorem.</p>}, number={1}, journal={Journal of Computational Mathematica}, author={Arockiasamy, Antony and R, Srinath}, year={2018}, month={Jun.}, pages={32-40} }