Get started
Author

Megha Rani

Observed institution: Deva Nagri College
ORCID: 0000-0002-3533-3177
Observed ORCID: 0000-0002-3533-3177
OpenAlex ID: A5006431550
The Diophantine Equations of Second and Higher Degree of the Form 3xy = n (x + y) and 3xyz = n (xy + yz + zx) etc
2010 · Hari Kishan, Megha Rani, et al. · Asian Journal of Algebra · 3
On the Diophantine Equation
2015 · Hari Kishan, Megha Rani, et al. · JOURNAL OF ADVANCES IN MATHEMATICS · 1
PDF
On the Proof of Collatz Conjecture
2026 · Sonam Sharma, Megha Rani · Arya Bhatta Journal of Mathematics and Informatics
On the expression M and N are positive integers
2024 · Megha Rani, Hari Kishan · Arya Bhatta Journal of Mathematics and Informatics
Solution of the Surd Diophantine Equation
2023 · Hari Kishan, Surya Prakash Gautam, et al. · Asian Journal of Mathematics & Statistics
PDF
Solutions of the Exponential Diophantine Equations (22m+1-1)+ 19n+31p + 37q = z2 and (22m+1-1)+19n+31p+37q+43r = z2
2023 · Hari Kishan, Surya Prakash Gautam, et al. · Asian Journal of Mathematics & Statistics
PDF
On some Homogeneous Non-Linear Diophantine Equations
2023 · Surya Prakash Gautam, Hari Kishan, et al. · Arya Bhatta Journal of Mathematics and Informatics
On the diophantine equation ?3i=1xi — n3 = m ?3i=1(xi — n); m and n are positive integers
2022 · Surya Prakash Gautam, Hari Kishan, et al. · Arya Bhatta Journal of Mathematics and Informatics
On the diophantine equation n(x - y) = xy, n = pq, p and q are consecutive primes
2022 · Surya Prakash Gautam, Hari Kishan, et al. · Arya Bhatta Journal of Mathematics and Informatics
Diophantine equation related to arithmetic progression
2021 · R.B. Singh, Megha Rani · Arya Bhatta Journal of Mathematics and Informatics
Fuzzy Congruence on a Product Lattice
2011 · Megha Rani
Works count: 11
Citation count: 4
H-index: 1
I10-index:
Year
Topic
Type