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Showing posts with the label Reproducible RAG

Forensic AI: Debugging Hallucinations with Delta Time Travel

Every AI engineer eventually runs into the “Heisenbug.” It usually starts with an urgent ticket from Compliance: “Yesterday at 2:00 PM, the chatbot gave terrible financial advice to a VIP client.” You jump into the logs, find the user’s question, and run it through the system again. Perfect answer. You try again. Still perfect. You change a few settings. Perfect again. So why can’t you reproduce the failure? Because the data moved. Between yesterday at 2:00 PM and today, the underlying knowledge base likely changed. A document was edited, a row was deleted, or the vector index was refreshed. The “world” the AI saw yesterday no longer exists. And if you can’t reproduce the state of the world, you can’t fix the bug. This is exactly why we need Forensic AI—the ability to freeze time, replay history, and debug incidents with evidence instead of guesswork. Here’s how to design reproducible RAG on Databricks using MLflow Tracing and Delta Lake Time Travel .

Is 'Advanced RAG' Worth It? Measuring the ROI of Hybrid Search and Reranking

In AI engineering, there’s a pattern I call “Magpie Architecture.” An engineer spots a shiny technique—HyDE, knowledge graphs, cross-encoder reranking—and the next instinct is to add it straight into production. The argument is always the same: “It will make the answers better.” Sometimes it will. But in a business context, “better” has a price tag. Every added layer in a Retrieval-Augmented Generation (RAG) stack typically increases:     • Latency (how long users wait),     • Compute cost (your infrastructure bill), and     • Operational complexity (more parts to own, test, and maintain). So as a manager or architect, the real question becomes: Is the marginal gain in quality worth the marginal increase in cost? Here’s a practical way to stop guessing and start measuring ROI using Databricks Vector Search and MLflow evaluation. The “Good Enough” Baseline Before you optimize, you need a baseline. For most RAG systems, that baseline is Approximate Nearest...