Manuscript X-E-ST@1 · X-E-ST.tex · section · 44614221

A finite-forest admission lemma

The free carrier and fixed-width polynomial admission › A finite-forest admission lemma · lines 1220–1231

Flat cotangent vectors are identified by the completion coordinates. Define

Z_{n} = {(x_{1}, p_{1}; \dots; x_{n}, p_{n}) : j = 1 \sum^{n} p_{j} = 0} ∖ 0.

Let $V_{\pm}$ be the future/past causal covector cones including zero.

Displayed formulas in this passage

unlabeled · line 1224
$Z_{n} = {(x_{1}, p_{1}; \dots; x_{n}, p_{n}) : j = 1 \sum^{n} p_{j} = 0} ∖ 0.$