Cosmology

ForbiddenParticle halo forbidden as inventory. Leftover extra-Φ stays open on its own page. Ω_CDM=0 is not written.

Dark Matter

The particle halo is retired as inventory. Bulk gravity is continuous finite compression. Currents and a knot condensate are not that retirement.

Book G leftover extra-Φ is OPEN, not established. Named lookalikes (lone m(a), analytic W, knot condensate as halo W, Birkeland as missing mass, elastic T00 as halo, leftover dust-in-well) are written kills. Do not redo them. Index: /validation/leftover-phi. Constitutive W unpaid ([O]/[M], not [E]).

The standard inventory for flat rotation curves and cluster dynamics is an undetected particle species (WIMPs, axions, sterile neutrinos) arranged as a halo. That inventory is retired in this framework. The retirement is geometric: bulk gravity is continuous finite compression. It is not a derived rotation curve, and it is not a claim that .

Galactic currents do not do that retirement. Paired Birkeland is a plasma book — Ampère from measured B on ionized gas, not a rotation-curve law. The disk-mean drift of that current is : 0.282 m in a year and 3.39 km in 12,000 years. See galactic current drift. The local rope at and is a separate current, . See the local stellar stream. Leftover HI drag is ~0.4% of (P-HI). July 1/r Z-pinch as Tully–Fisher is scored and is not a public theorem. See known failures · P-HI.

What stays unpaid

Retiring the inventory does not pay a galactic rotation law. Book G is unplaced. Leftover extra-Φ stays open on its own page. The Bullet amplitude stays open. The Mach closure is not a rotation-curve law. A zero-particle prediction is not issued. Closure mass and the cosmic baryon census are different masses.

A knot condensate is not brought back as the halo. Weber drag is not brought back as gravity or as an α seat. Laboratory Weber, Ampère, and Darwin keep their names. The disk current above is a plasma reading.

Integrity: particle halo retired

The particle halo is retired as inventory. This page does not derive v(r), does not write Ω_CDM=0, and does not assign the retirement to a current or a dark knot. No chip. No promote.

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