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    FPGA 02/13 · Golden Python Claude — The Oracle

    1

    Builds provable, stateless Python reference models (oracles) for hardware verification with explicit ULP error bounds.

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    FPGA 02/13 · Golden Python Claude — The Oracle

    FPGA 02/13 · Golden Python Claude — The Oracle

    Example session with this skill installed

    Transform this Python sigmoid implementation into a golden reference model for FPGA verification. We need 16-bit fixed-point output and faithful rounding.

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    • Compiled the fpga 02 13

    I have hardened the sigmoid function into a pure Python oracle. It uses a chain of differences to prove a <1 ulp error bound. Edge cases like overflow are now reported via an explicit status_flags bitfield. A pre-added rounding bit is modeled to allow for cheap hardware truncation.

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    About this skill

    The problem

    Hardware verification often fails because the reference model is "soft." Without proven error bounds and explicit status flags, every deviation between RTL and Python results in a debugging meeting instead of a mechanical pass or fail.

    What it does

    • Hardens Python specifications into pure, stateless reference functions (oracles) with zero I/O or timing behavior.
    • Calculates and justifies accuracy targets, specifically choosing between faithful rounding (under 1 ulp) and correct rounding (0.5 ulp) based on provability.
    • Expresses all tolerance bounds as multiples of Unit in the Last Place (ulp) to ensure scaling across different output formats.
    • Generates complete truth tables for small input spaces to ensure 100% test coverage rather than randomized sampling.
    • Produces explicit status flags for edge cases and out-of-range inputs instead of hiding errors in return values.

    Frameworks & tools

    Python, FPGA/ASIC verification workflows, and hardware description languages like Verilog or VHDL.

    Why this beats prompting it yourself

    Standard LLM prompts often produce "correct-looking" math that breaks during RTL integration. This skill enforces strict error chain analysis and ulp-based tolerances, preventing the "Table Maker's Dilemma" and ensuring your reference model is a provable mathematical oracle.

    Use cases

    • Creating a golden reference model for fixed-point DSP hardware blocks.
    • Generating 100% coverage truth tables for 6-bit or 8-bit lookup table (LUT) logic.
    • Proving error bounds for complex transcendental functions using virtual intermediate values.
    • Establishing seed discipline and repetition counts for randomized hardware stress tests.

    Known limitations

    Does not handle I/O, file access, or interface logic. The oracle is strictly a pure mathematical function.

    How to use

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    Listed1 month ago

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