ComfyUI Node

M Int Min

The cheap way to put a floor under a value

By Madlumi·Created 8 months ago·Updated 8 months ago· 0
M Int Min
    • min
    a0
    b0

    Sometimes you don't want to clamp a value to a range, you just want to guarantee it never exceeds a limit. That's min(a, b): the smaller of two numbers, no threshold logic, no modes. M Int Min returns exactly that, as an INT named min.

    The one-line mechanism - return a if a < b else b - is trivial, but the uses aren't:

    • Capping a computed value. "Steps, but never more than 50" is min(steps, 50). Same shape for batch size ("as many as the formula says, capped at 8"), and it's the lower-bound half of what M Int Clamp does in one direction.
    • Lower of two sources. When you have two independent paths producing a value and you want the conservative one, min picks it.
    • Flooring with intent. Combined with M Int Max, you can build a two-node clamp: min caps the top, max lifts the bottom. More explicit than a single clamp node when you want the two halves visible and independently tweakable.

    Inputs a and b are signed 32-bit INT, both defaulting to 0. Output is the smaller value as a plain INT, ready to feed any integer socket or further math. It composes with the pack's arithmetic nodes the way you'd expect - min after a multiply is the standard "scale, then cap" idiom.

    It ships in ComfyUiNodes (repo Madlumi/ComfyUiNodes, author "Madanie"), a small personal pack of integer math, string helpers, and workflow-glue nodes. Install via ComfyUI Manager - search "ComfyUiNodes" - or:

    cd ComfyUI/custom_nodes
    git clone https://github.com/Madlumi/ComfyUiNodes
    

    Restart ComfyUI after that. No pip requirements or model downloads. Find it under Add Node → mnodes → int.

    Honest note: min and max are the kind of node you don't need until you do - but the first time a computed batch size overflows your VRAM, you'll want one in your graph.

    Categorymnodes/int

    Inputs (2)

    NameTypeDefaultDescription
    aINT0-2147483648–2147483647
    bINT0-2147483648–2147483647

    Outputs (1)

    NameTypeDescription
    minINT