Manuscript IX-Free@1 · IX-Free.tex · section · 33b20e96

Mixed degree-two relations

F1: concrete presentation-relation kernels › Mixed degree-two relations · lines 546–556

IX-Free@1#eq:qkernel

Because $v$ has support compactly inside $M_{+}^{2}$ , distributional observation-variable integration by parts gives

q_{L} (v) = 2 ⟨ \partial_{t} (v K), ϕ (x) h_{00} (y) ⟩ .

A cutoff equal to one on the coefficient support is understood when the configuration is not compactly supported.

Displayed formulas in this passage

IX-Free@1#eq:qkernel · line 550
$q_{L} (v) = 2 ⟨ \partial_{t} (v K), ϕ (x) h_{00} (y) ⟩ .$