We connect the systems your business runs on.
Shoppeal Tech is an AI and software engineering company. We connect your business systems, automate the routine work, and resolve the exceptions they miss, with Commerce & Retail as our current commercial focus.
The Problem We Solve
Commerce and retail businesses already run a storefront, an ERP, and a dozen other systems. People still do the work of catching what falls between them by hand.
We build the AI agents and software that do that work directly, connected to the systems you already run instead of asking you to replace them.
"Commerce & Retail is our current commercial focus, not our only one."
How We Operate
What we stand for.
Built for Production.
We don't deploy prototypes. Every engagement ends with a working system built to run in production, with proper oversight and a record of every decision.
Enterprise Security.
Security and compliance are built in, not added later. Our BoundrixAI infrastructure controls where your data lives and who can access it by default.
Measured, Not Assumed.
We measure the starting numbers before we begin, then compare results against them. If an approach isn't paying off, we change it.
Global Compliance.
We operate under India's data and financial rules (DPDP, RBI), and can meet international standards (SOC 2, GDPR, HIPAA) where an engagement requires it.
Where We Are Today
- We have strong software and AI engineering depth. Deep, specific credibility in each industry is something we're building deliberately, one commercial focus at a time, rather than claiming specialist expertise we haven't earned yet.
- We haven't published real customer case studies yet: the Case Studies section shows representative scenarios, clearly labeled, until real engagements are ready to share.
- If your existing QMS or ERP already resolves the exact problem you're facing, we'll tell you that rather than force a project.
Direct contact.
Next Step
Ready to deploy reliable enterprise architecture?
Stop depending on unconstrained automation. Implement controlled integrations with empirical verification.