Manuscript Psy03-B@1 · Psy03-B-v1.tex · definition · 8ca3caf9

Definition: Longitudinal intervention state

The exact classical forward map and longitudinal state › A complete augmented state · lines 366–379

Psy03-B@1#def:state

A complete state is

ϑ_{t} = (W_{t}, b_{t}, M_{t}, S_{t}, a_{t}, g_{t}, p_{t}, d_{t}^{p}, φ_{t}, Opt_{t}, RNG_{t}, Data_{t}, Controller_{t}, Phase_{t}),

where $d_{t}^{p}$ is a protection-decay parameter. The remaining entries identify optimizer state or its reset policy, all relevant random streams, data roles, the controller rule, and the intervention stage.

Displayed formulas in this passage

unlabeled · line 369
$ϑ_{t} = (W_{t}, b_{t}, M_{t}, S_{t}, a_{t}, g_{t}, p_{t}, d_{t}^{p}, φ_{t}, Opt_{t}, RNG_{t}, Data_{t}, Controller_{t}, Phase_{t}),$

Nearby in this section

section: A complete augmented state