Raghavendra Bhat

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math.NT2024

Algebraic Results on SP Numbers along with a generalization

Raghavendra N. Bhat, Sundarraman Madhusudanan

We defined numbers of the form $p \cdot a^{2}$ as SP numbers (Square-Prime numbers) ( $a \neq = 1$ , $p$ prime) in the paper 'Distribution of Square-Prime numbers' (arXiv:2109.10238) along…

math.NT2024

Sequences, Series and Uniform distribution of SP Numbers

Raghavendra N. Bhat

We defined numbers of the form $p \cdot a^{2}$ as SP numbers (Square-Prime numbers) ( $a \neq = 1$ , $p$ prime) in 'Distribution of Square-Prime Numbers' (arXiv:2109.10238). These numbers a…

math.NT2024

Distribution of Square Prime Numbers

Raghavendra N. Bhat

For $a \neq = 1$ and $p$ prime, we define numbers of the form $p a^{2}$ to be Square-Prime (SP) Numbers. For example, 75 = 3 $\cdot$ 25; 108 = 3 $\cdot$ 36; 45 = 5 $\cdot$ 9. These numb…