A formal exclusion principle: mediated collectives do not instantiate phenomenality over and above their members.
If a collective’s evaluative steering is entirely implemented through intermediate phenomenal agents, then the collective has no phenomenal events not reducible to events in those agents.
Equivalently:
No emergent collective phenomenality without emergent collective closure.
This theorem makes precise what “mediation blocks phenomenality” means in closure terms.
A system S has:
- internal substrate ξtS
(its persisting internal state),
- internal control degrees utS
(its selection/routing/action),
- possible evaluation signals EtS.
A system exhibits a phenomenal event at time t only if it has internal
evaluative closure at that time:
$$
\frac{\partial u^S_{t+1}}{\partial E^S_t} \neq 0
\quad\text{(closure / evaluative leverage).}
$$
(Any equivalent closure condition is acceptable; the key is “evaluation
steers control inside the system.”)
Let a collective C be
composed of:
- a non-phenomenal coordination substrate ξtC
(institutions, documents, norms, protocols, markets, networks),
- a set of intermediate agents {Si}i = 1N
that may themselves be phenomenal,
- communication channels between Si and ξC.
The collective’s observable behavior arises from:
(ξtC, {ξt(i)}) ↦ (ξt + 1C, {ξt + 1(i)}).
We say the collective is fully mediated if every causal pathway by which evaluation affects collective control passes through individuals’ closures.
Formally:
The collective has no intrinsic evaluative signal EtC
with direct leverage:
$$
\frac{\partial u^C_{t+1}}{\partial E^C_t} = 0.
$$
Any effective evaluation impacting collective control arises only
via agents:
ut + 1C = G (ξtC, {at(i)}),
where each agent action at(i)
may be a function of their own internal evaluation Et(i):
at(i) = πi (ξt(i), Et(i)).
Intuitively: the collective’s “steering” happens because humans (or other phenomenal subsystems) read the situation, feel/assess, and act.
The collective substrate ξC itself is merely the medium that stores and transmits decisions.
Theorem (No-New-Closure).
Let C be a collective system composed of intermediate systems {Si}.
If C is fully mediated—i.e., all evaluative steering of C is implemented through the closures of the Si, and C has no intrinsic evaluative closure—then:
- C instantiates no phenomenal events of its own:
ΦtC = 0 ∀t,- any phenomenal events attributable to “the collective” reduce to events in some Si:
$$ \Phi^{collective} = \bigcup_{i=1}^N \Phi^{(i)}. $$In short: there is no collective phenomenality over and above the individuals.
By the framework’s minimal criterion, a system S can only host phenomenal events at
times when evaluation has internal leverage:
$$
\Phi^S_t > 0 \ \Rightarrow\ \frac{\partial u^S_{t+1}}{\partial
E^S_t} \neq 0.
$$
(Closure is a necessary condition for phenomenal instantiation.)
By the mediation assumption (1), the collective’s own evaluation has
no internal leverage:
$$
\frac{\partial u^C_{t+1}}{\partial E^C_t} = 0.
$$
Therefore, by necessity of closure for phenomenality:
ΦtC = 0 ∀t.
So C does not instantiate phenomenal events as a system.
Any evaluative effect on collective behavior occurs through
individuals’ actions:
ut + 1C = G(ξtC, {at(i)}), at(i) = πi(ξt(i), Et(i)).
So whenever “the collective changes course due to evaluation,” the evaluation is realized in some Si, not in C.
Thus any phenomenal event that causally explains collective steering
must be located in the set {Si}:
$$
\Phi^{collective} \subseteq \bigcup_{i=1}^N \Phi^{(i)}.
$$
Conversely, individuals’ phenomenal events trivially contribute to
the global history of “what happened in the collective,” so:
$$
\Phi^{collective} = \bigcup_{i=1}^N \Phi^{(i)}.
$$
Hence there is no additional phenomenal residue at the collective level.
▫
A mediated collective can:
- coordinate actions,
- store plans,
- propagate norms,
- amplify signals,
- optimize outcomes,
without any place where evaluation closes onto a collective control loop internally.
It is:
- a medium of transmission and aggregation,
- not a substrate where “stakes burn.”
So the collective can have:
- intelligence-like behavior,
- coherent policy,
- even self-preservation tendencies at the group level,
without having a unified phenomenality.
If you want a collective to be phenomenally conscious, it must not be
fully mediated.
It must implement an internal evaluative loop of its own:
$$
\frac{\partial u^C_{t+1}}{\partial E^C_t} \neq 0
$$
in a substrate that is not reducible to individuals’ closures.
A collective can exhibit self-preservation behavior (institutions
survive, firms protect themselves) via:
- incentives,
- enforcement,
- distributed action,
- selection mechanisms,
while remaining phenomenally null at the collective level under mediation.
Even if the collective’s informational structure mirrors a conscious
system (shared narratives, global states, “mood” metrics),
without intrinsic closure it remains in traversal-without-closure
territory at the collective level.
This theorem does not rule out collective
phenomenality in principle.
It rules it out for a specific architecture class: fully
mediated collectives.
A collective might escape mediation if it has:
In those cases, the collective would no longer satisfy the mediation assumption.
If a collective’s evaluative steering only happens through its members, and the collective itself has no intrinsic closure, then the collective instantiates no phenomenality over and above the individuals.