Zinf Bit

The Zinf Bit (ℨᵇ) is one bit at the Zinf, the unit everything in the theory is built on: the information of one Zinf Rhythm, the single bit that exists only at the Zinf, written 1ℨᵇ and carried in the dimensions as [1ᵇ]. Every universe is built of Zinf bits: data doubles exactly per level, so each local Rhythm carries 2^L of them and a Tempo 2^(L+1), and every bit returns through the Zinf one per Zinf Rhythm on the Data Loop. As a dimension the Zinf bit is a unit, as the metre is, and it adds as any unit does: five bits and three bits are eight bits. The couplings fix how many bits each physical dimension is made of, a time a two-bit pulse (𝕋 ≡ ↁ·2ᵇ), a length one bit (𝕃 ≡ ↁ·1ᵇ) and a mass three (𝕄 ≡ ↁ·3ᵇ). A count made from pure numbers is a number of Zinf bits only when it says so, · ℨᵇ, as an angle is in radians only when it says so: the Bifold's capacity is χ_∂ = A/(4·ln2·ℓ_p²)·ℨᵇ, and the data within the Pulsecore after n Tempos is (n + 1)²·ℨᵇ. Its entropy is k_B·ln 2, which is why Boltzmann's constant is shared by every universe. Formally, ℨᵇ = 1ℨᵇ [1ᵇ], one Zinf bit, the unit of information; bits add and subtract as units, [1ᵇ] + [1ᵇ] = [1ᵇ], and multiply as factors, [1ᵇ] × [1ᵇ] = [1ᵇ²]. It connects to Data Bit, Zinf Unit (ℨ), Bits per Pulse, Data Loop, Bifold Containment Law, Space Growth Law and UniSpheral Data Information Capacity.

Category: Manuscript

Chapter: Chapter 1

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