# $p$-adic Rankin product $L$-functions

## TL;DR

This paper explains Panchishkin's method for constructing $p$-adic Rankin product $L$-functions, which are important in number theory for understanding special values of $L$-series in a $p$-adic context.

## Contribution

It provides a detailed description of Panchishkin's construction, clarifying the process of building $p$-adic Rankin product $L$-functions.

## Key findings

- Clarifies Panchishkin's construction method
- Provides insights into $p$-adic $L$-functions
- Enhances understanding of $p$-adic number theory

## Abstract

We describe Panchishkin's construction of the $p$-adic Rankin product $L$-function.