Manuscript IX-C-ST@1 · IX-C-ST.tex · corollary · 892f50c4

Corollary: Evaluation of both parameter sets

Whole-domain decomposition and the truncated product · lines 2251–2264 · proof included or linked

IX-C-ST@1#cor:cglue

For the fixed declared sector,

C_{desc} = C_{glue} = R .

Proof. Scalar descent holds for every real $c$ . Degree-four descent is independent of $c$ . The direct new sum and its zero old overlap impose no further equation on $c$ .

Displayed formulas in this passage

unlabeled · line 2254
$C_{desc} = C_{glue} = R .$

Nearby in this section

section: Whole-domain decomposition and the truncated product
proposition: Proposition: Direct decomposition of the new sum
lemma: Lemma: Anchored sum lemma
theorem: Theorem: Whole-sum old gluing
section: Whole-domain decomposition and the truncated product
section: Whole-domain decomposition and the truncated product