Guardrails

Optimizing LLMs in Insurance with DSPy: Jeronim Morina

Feb 16, 2025 · 19:29

Jeronim Morina from AXA Germany argues that AI engineers must stop relying on manual prompt tuning and instead adopt DSPy's automated optimization combined with first-principles thinking. He explains how his team built a customer-facing insurance chatbot by first crafting clear problem definitions, annotating evaluation data, and avoiding data leakage. After initial struggles with fragile prompts and overly complex error-handling code, they modularized their system into DSPy modules and created custom metrics for German text. Morina emphasizes that tools like DSPy require a steep learning curve and a solid baseline of hand-written prompts and basic evaluations before optimization. The episode calls for engineers to focus on real-world impact, measure everything, and break down problems into discrete, optimizable steps.

AI Engineering 201: The Rest of the Owl

Nov 8, 2023 · 56:57

Charles Frye, instructor of the Full Stack LLM Bootcamp, presents essential patterns for building language user interfaces (LUIs), arguing that while RAG chatbots are the 'to-do list app' of AI engineering, structured outputs via function calling (e.g., OpenAI's JSON schema, Instructor library) improve robustness, and agents with memory (like generative agents or Voyager in Minecraft) represent the true AI frontier. He emphasizes the need for hybrid search combining vector and keyword retrieval (citing Vespa, Postgres, Redis), and warns that monitoring and evaluation are the hardest engineering challenges: monitoring user behavior, latency quantiles (especially 99th percentile), and costs must be paired with observability tools like Honeycomb or Gantry, while evaluation often requires iterated decomposition or using LLMs as evaluators (GPT-4 as 90th percentile crowd worker). The episode concludes that shipping to learn — starting with production data to generate tests — is the dominant engineering mindset, and that the field is still filling in the gaps between inference and full product value.