Algebraic Results on SP Numbers along with a Generalization

Raghavendra Bhat, Sundarraman Madhusudanan

arxiv（2022）

Cited 0|Views1

No score

Abstract

We defined numbers of the form p· a^2 as SP numbers (Square-Prime numbers) (a≠1, p prime) in the paper 'Distribution of Square-Prime numbers' (arXiv:2109.10238) along with proofs on their distribution. Some examples of SP Numbers : 75 = 3 · 25; 108 = 3 · 36; 45 = 5 · 9. These numbers are listed in the OEIS as A228056. In this paper, we will prove a few algebraic theorems and generalize the definition of SP Numbers to allow factors of arbitrary natural number powers.

Translated text

AI Read Science

Must-Reading Tree

Example

Generate MRT to find the research sequence of this paper

Chat Paper

Summary is being generated by the instructions you defined