# Polynomial Generalizations of two-variable Ramanujan type identities

## TL;DR

This paper develops finite analogs of two-variable q-series identities from Ramanujan's lost notebook, expanding the understanding of these classical identities in a finite setting.

## Contribution

It introduces polynomial generalizations of Ramanujan's two-variable identities, providing new finite analogs and extending their applicability.

## Key findings

- Finite analogs of Ramanujan's identities are constructed.
- The identities are expressed as polynomial generalizations.
- Results deepen the understanding of q-series identities in finite forms.

## Abstract

We provide finite analogs of a pair of two-variable $q$-series identities from Ramanujan's lost notebook and a companion identity.