Back matter
Glossary
609 terms defined in Binary Pulse Theory, read from the text itself. 337 carry a definition from the lexicon.
B
Base Local Pulse Tempo (Level 202)
is the Binary Pulse - the fundamental pulse of reality and the most basic computational operation that can exist. Every particle interaction, every force exchange, every moment of time emerges from this fundamental binary cycle operating in our Universe at Pulse Tempo. Expressed as ①⥂⧗ = (0→1→0).
⧖⌂(ℨ) = 2²⁰¹ × ℨ
Defined in Density and the Relative Pulse(Plank) Constant Lexicon entry 2/10
Base Units at Substrate ℨinf Scale
The MVU constraint convergence (Part D) establishes the continuum tile:
ℨ_time = t_p / s
Defined in The Zinf ℨ Unit and Measurable Genesis not in the lexicon yet
⥂ Binary Pulse Oscillation ℨ·ↁ·2ᵇ
This binary oscillation (0 → 1 → 0) is the Binary Pulse - the fundamental pulse of reality and the most basic computational operation that can exist. Every particle interaction, every force exchange, every moment of time emerges from this fundamental binary cycle operating in our Universe at Pulse Tempo.
①⥂ = (0→1→0)
Defined in The Binary Foundation of Our Reality Calculator not in the lexicon yet
Binary Transition Operator
Threshold-based binary state transition logic implementing Prime Pulse dynamics through critical threshold comparison of local coupling and recursive tension products.
F[S, Ψ, R] = {1 if Ψ(i,j) × R(i,j) > Θ_crit and S(i,j) = 0; 0 if Ψ(i,j) × R(i,j) < Θ_crit and S(i,j) = 1; S(i,j) otherwise} [∅]
Also in 5.5
Defined in Computational Foundations of Reality not in the lexicon yet
Black Hole Class Effects on Pulse Diameter
The minimal temporal quantum PD = t_p / 2 representing a single half-step transition (0→1 or 1→0) within recursive operations, establishing fundamental time unit.
Defined in Pulse Diameter Variability and Merger-Origin Dynamics Lexicon entry 9/10
Bohr Radius
a'₀ = ℏ'⌂(ℨ)²/(m'⌂⥂⚕²) = a₀ · (ℏ'⌂(ℨ)/ℏ⌂(ℨ))²
Also in 6.5
Defined in Density and the Relative Pulse(Plank) Constant not in the lexicon yet
Boltzmann Critical Entropy
Critical entropy threshold for collapse completion enabling information preservation through binary encoding of computational states in discrete substrate architecture.
S_c = k_B · ln(2^N_bits) [∅]
Defined in The Null Well: Collapse as Creation not in the lexicon yet
Boundary Data Information–Entropy Scaling Function (f₂)
Expressed as Formal expression: I_quality = f(data, correlation, arrangement) [∅].
f₂(ↁℹ⟫⟪,S∅) = (ↁℹ⟫⟪/ↁℹ⥂)^δ · exp(-S∅/S⥂)
Boundary Data Scaling Function
β(ↁℹ⟫⟪,ℨ) = exp(-ↁℹ⟫⟪(ℨ)/ↁℹ⥂(ℨ))
Defined in Null Wells (Black Holes) and the Birth of New Universes not in the lexicon yet
Boundary Tension Scaling Function
γ(⋈⟫⟪,ℨ) = (⋈⟫⟪(ℨ)/⋈⥂(ℨ))^(1/3)
Defined in Null Wells (Black Holes) and the Birth of New Universes not in the lexicon yet
BPT Dimensional Model
Static at cosmic initialization with no evolutionary mechanism Expressed as Emergent through recursive processes following Recursive State Evolution: S(n+1) = F[S(n), H(n), R(n)].
Defined in How Dimensions Grow Through Pulse Accumulation Lexicon entry 6/10
BPT Energy Conservation Laws
Fundamental constraint demanding E_phase = ℏ ω_phase [J] for all phase operations in navigation systems.
UniSpheral First Law - Total Energy Conservation (G)
Also in 6.6
Defined in Null Mass and Recursive Genesis Lexicon entry 9/10
ℜ BPT Foundational Equation ∅
The fundamental relationship f(n) = (n + 1)² governing quadratic growth of structural capacity across recursion levels, generating the perfect-square sequence {1, 4, 9, 16, 25, ...}.
ℜ(n) = n²
Defined in The Foundational Equation and Structural Growth Calculator Lexicon entry 9/10
BPT Mass-Energy Equivalence
Physical mass-energy equivalence derives from the computational substrate's spatial-temporal constraints, where energy scales with the square of the maximum information propagation rate. This reveals that Einstein's E=mc² emerges as ⚛⚕ = m𝒞→² in BPT terms, showing mass-energy conversion as a consequence of the substrate's pixel architecture rather than a fundamental postulate, with different universes potentially having different energy conversion rates based on their computational timing.
⚛⚕ = m𝒞→²
Defined in Pulse Diameter, Data Gravity and The Speed of Light not in the lexicon yet
BPT Modified Bekenstein Bound
Modified entropy bound accounting for binary information structure revolutionizing black hole thermodynamics by incorporating discrete computational substrate effects into fundamental entropy limits.
S_null ≤ A_encoded/(4l_P²) · ln(2) [∅]
Also in 6.7
Defined in The Null Well: Collapse as Creation not in the lexicon yet
BPT Null Well Genesis versus Standard Big Bang
The collapse destination for structures failing to achieve recursive closure within temporal constraints τ(m) > t_p, representing return to substrate null state.
Also in 6.7
Defined in Pulse Diameter Variability and Merger-Origin Dynamics Lexicon entry 9/10
BPT Pulse Critical Velocity
The fundamental velocity v_critical = l_p / PD = c establishing the speed of light as an emergent property of the universe's Pulse Diameter rather than an independent constant.
𝒞→ = 🟑ℨ / ⥂⌂
Defined in Pulse Diameter, Data Gravity and The Speed of Light Lexicon entry 9/10
BPT Recursive Scaling
π-based exponential growth with generation-dependent functions establishes recursive geometric expansion across multiple generations in substrate architectures.
EA_n = EA_0 × π^(n/2) × Φ(n) [𝕃]
Defined in π as the Geometric Heart of Binary Computation not in the lexicon yet
The full PulseCore lexicon — every term across the book, the simulation and the calculator.