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Thread: NCounter: Betting when 4D let vs 2D left at 6D shoe

  1. #14
    brownian bridge
    Guest

    brownian bridge: Re: Maybe this will help

    > blackjackincolor.com/blackjackeffects2.htm

    > Maybe it won't!

    > Don

    If you mean, data generated by 3-decades-old Intel 286 CPU are a little old,
    I agree. and maybe it's equally true to theories based on those data.

    anyway, I show you my idea.

    Let

    D:total deck number
    t/(52D):depth of shoe
    r:RC before round
    r+a:RC after the round
    n:number of cards used at the round

    assumption 1: "Brownian Bridge" can be used as model for the movement of RC.
    assumption 2: EV of the game will be the function of expected value of a/n and variance of a/n.
    assumption 3: optimal playing indices will be function of expected value of a/n and variance of a/n.
    assumption 4: E(a/n) will be equivalent to TC/52
    assumption 5: Var(a/n) will be the function of r, n, t, and 52D.

    investigation of these functions will include the answer to floating advantage.

  2. #15
    G Man
    Guest

    G Man: Re: Betting when 4D let vs 2D left at 6D shoe

    > But in my very poor understanding, as penetration goes
    > very deep,
    > uncertainty level will be reduced.

    Who said the contrary? This is probably the basics of the floating advantage.

    You have a nice handle, you brought Shannon's therory in the discussion but you don't even know what it means...

    What's the point you're trying to make?

  3. #16
    brownian bridge
    Guest

    brownian bridge: Re: Betting when 4D let vs 2D left at 6D shoe

    > Who said the contrary? This is probably the basics of
    > the floating advantage.

    > You have a nice handle, you brought Shannon's therory
    > in the discussion but you don't even know what it
    > means...

    > What's the point you're trying to make?

    Sorry, now I have no interest in that sort of thing.

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