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This collection brings together formulations of the Vectorial System (SV) in which the scientific problem is treated as a formal condition of analysis: the incompatibility is determined, the unabsorbed residual is preserved, and the projection is fixed that allows a verdict of closure, refutation or honest non-closure to be issued within the triad {0,1,U}. Its centre of gravity is the Theory of EVERYTHING and NOTHING, expressed by 𝓔★TODO,SV(Γ_U;τ)=0, together with the boundary (μ,λ)=(0,0), the cell K₃ⁿ, the fibrous factual distance and the strong ternary verifier.

From that core, the field and projection formulations are ordered: 𝔉SV=0, U_unifSV and 𝓕𝓐=d𝓐+𝓐∧𝓐, with 𝓐=ω⊕A, articulate generating events, protofields, connection, curvature and the Einstein–Bohr reading. In the luminous and electromagnetic domain, light is formulated as a fibrous object Φ_LSV, with E=ν·h_SV, and Maxwell is condensed into 𝔼SV=0: problem, boundary and projection are thus formulated as a structural reduction.

The same discipline extends to thermodynamics and to factual entropy, where 𝖤_thermoSV(Γ,n;θ)=𝔇_ΓΩ_SV·𝖦SV=0 integrates work, heat, force, temperature and enthalpy, while H_SV formalises non-decreasing dispersion without turning probability, statistics or external time into a foundation. In the contrast domains, C_SV(δ)=−cos δ situates Bell–Tsirelson between CHSH≤2 and 2√2, and the genesis of hydrogen fixes energetic persistence through 𝓟_min=𝓕∂−𝒬−ℛ_Γ.