Full Stack Engineer, Developer Experience & Product Platform

Who we are

About Stripe

Stripe is a financial infrastructure platform for businesses. Millions of companies - from the world’s largest enterprises to the most ambitious startups - use Stripe to accept payments, grow their revenue, and accelerate new business opportunities. Our mission is to increase the GDP of the internet, and we have a staggering amount of work ahead. That means you have an unprecedented opportunity to put the global economy within everyone's reach while doing the most important work of your career.

About the team

Stripe's Developer Experience and Product Platform (DEeP) organization empowers all of Stripe's products with a shared product platform that helps with rapidly delivering high-quality, cross-product experiences across our UI and API surfaces. It focuses on providing a consistent and scalable developer experience that any developer (both internal and external) can leverage to accelerate a merchant's ability to create value using Stripe.

Team matching — exact team matching for one of the subteams will begin during final stages. Please note we may also consider you for different orgs based on your experience, location, etc. More information on our team matching process can be found here.

What you’ll do

We're looking for full-stack engineers who are interested in building software services and platforms that impact thousands of employees and millions of Stripe users, regardless of whether they're an end user, developer, or partner.

Responsibilities

Ensure our platforms are reliable, scalable, secure, and extensible

Shape future-proof interfaces that are easy to build with

Make effective tradeoffs that consider business priorities, user experience, and a sustainable technical foundation

Help drive sound technical decision-making and lead technical conversations with other teams across Stripe

Debug production issues across services and various levels of the tech stack

Who you are

We're looking for someone who meets the minimum r