International Journal of Science and Research (IJSR)

International Journal of Science and Research (IJSR)
Call for Papers | Fully Refereed | Open Access | Double Blind Peer Reviewed

ISSN: 2319-7064

Open Citations

On the proof of the Prime Number Theorem using Order Estimates for the Chebyshev Theta Function

Subham De

9 Open Citations

Export Citations

Last updated: 2026-10-03 22:21:53

Citing Works

Inequalities involving Higher Degree Polynomial Functions in $\pi(x)$

Subham De

Preprints.org · 2024

View Citing Source Indexed via Openalex

Inequalities involving Higher Degree Polynomial Functions in $\pi(x)$

Subham De

Preprints.org · 2024

View Citing Source Indexed via Openalex

Inequalities involving Higher Degree Polynomial Functions in $\pi(x)$

Subham De

Preprints.org · 2024

View Citing Source Indexed via Openalex

Inequalities involving Higher Degree Polynomial Functions in $\pi(x)$

Subham De

Preprints.org · 2024

View Citing Source Indexed via Openalex

Inequalities involving Higher Degree Polynomial Functions in π(x)

Subham De

Preprints.org · 2024

View Citing Source Indexed via Openalex

On proving an Inequality of Ramanujan using Explicit Order Estimates for the Mertens Function

Subham De

Preprints.org · 2024

View Citing Source Indexed via Openalex

On proving an Inequality of Ramanujan using Explicit Order Estimates for the Mertens Function

Subham De

Preprints.org · 2024

View Citing Source Indexed via Openalex

On proving an Inequality of Ramanujan using Explicit Order Estimates of the Mertens Function

Subham De

Preprints.org · 2024

View Citing Source Indexed via Openalex

Studying some Inequalities involving Polynomial Functions in π(x)

Subham De

Preprints.org · 2024

View Citing Source Indexed via Openalex

Top