M-INTEROCEPTION P2: chronoception — age the activation field by measured wall-clock delta (ENGRAM_CHRONOCEPTION, default OFF)
The felt passage of time is the cooling of the activation field, not a tick count and not an elapsed-seconds readout. engram_age_field(delta_ms) cools the field (working_memory_weight + background_activation) by the caller's MEASURED wall-clock delta with a pure exponential exp(-dt/TC) — no per-call floor — so it is exactly scale-invariant: N ticks summing to the same elapsed time produce the same total cooling. It returns the cooling MAGNITUDE (1-exp(-dt/TC), a bounded [0,1) drift signal), never elapsed seconds. Reboot = anesthesia: a global last-tick wall-clock stamp is persisted to a sidecar (chrono_last_tick) in the data dir. engram_age_field_catchup() reads it on boot, applies ONE cooling for the whole unconscious gap, refreshes the stamp, and reports the magnitude — timestamps are bookkeeping to COMPUTE the drift, never the felt signal. TC env-tunable via ENGRAM_CHRONO_TC (default 3600s). All inert unless ENGRAM_CHRONOCEPTION is set → OFF path byte-identical. MEASURED on a copy (throwaway HOME, TC=3600s): - Cooling scales with dt, matching 1-exp(-dt/TC) to 1e-6: dt=600s->0.1535, 1800s->0.3935, 3600s->0.6321, 7200s->0.8647. - Scale-invariance EXACT: age(dt) once vs age(dt/N) N times gives identical field sum (|delta|=0.0) for N=2, 10, 100. - Reboot catch-up over a 1h gap cooled the field 0.60->0.4415 in one shot, magnitude 0.6321, bounded in [0,1). - Flag OFF: age & catchup return 0, field untouched (sum 1.2). ASan+UBSan clean.
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@@ -11836,6 +11836,75 @@ el_val_t engram_resolve_data_dir(void) {
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return el_wrap_str(el_strdup(engramdir));
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}
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/* ── M-INTEROCEPTION P2: chronoception (ENGRAM_CHRONOCEPTION, default OFF) ────
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* Design §9. The felt passage of time is the COOLING of the activation field,
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* not a tick count and not an elapsed-seconds readout. engram_age_field cools
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* the field (working_memory_weight + background_activation) by the MEASURED
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* wall-clock delta the caller supplies, using a pure exponential exp(-dt/TC).
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*
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* SCALE-INVARIANCE is the whole point and is structural: the cooling is a pure
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* multiply with NO per-call floor, so age(dt) applied once is bit-close to
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* age(dt/N) applied N times — N ticks that sum to the same elapsed time produce
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* the same total cooling. (A per-call snap-to-floor would break this, which is
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* why there isn't one here.)
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*
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* Reboot = anesthesia: a global last-tick wall-clock stamp is persisted to a
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* sidecar in the data dir. On boot, engram_age_field_catchup reads it, applies
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* ONE cooling for the whole unconscious gap, and reports the COOLING MAGNITUDE —
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* how far the field drifted — NEVER the elapsed seconds (timestamps are
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* bookkeeping to COMPUTE the drift, never the felt signal).
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*
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* All inert unless ENGRAM_CHRONOCEPTION is set → OFF path byte-identical. */
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static int eg_chronoception_on(void){
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static int cached=-1;
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if(cached<0){ const char* s=getenv("ENGRAM_CHRONOCEPTION"); cached=(s&&s[0]&&s[0]!='0')?1:0; }
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return cached;
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}
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/* Field cooling time-constant in seconds; default = conversational span. */
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static double eg_chrono_tc(void){ const char* s=getenv("ENGRAM_CHRONO_TC"); double v=s?atof(s):ENGRAM_CARRY_TC; if(!(v>0.0))v=ENGRAM_CARRY_TC; return v; }
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el_val_t engram_age_field(el_val_t delta_ms){
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if(!eg_chronoception_on()) return el_from_float(0.0);
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double dt_ms=(double)(int64_t)delta_ms;
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if(dt_ms<=0.0) return el_from_float(0.0);
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double factor=exp(-(dt_ms/1000.0)/eg_chrono_tc()); /* pure exponential, no floor */
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EngramStore* g=engram_get();
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for(int64_t i=0;i<g->node_count;i++){
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g->nodes[i].working_memory_weight *= factor;
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g->nodes[i].background_activation *= factor;
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}
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return el_from_float(1.0-factor); /* cooling magnitude in [0,1), NOT seconds */
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}
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static void eg_chrono_tick_path(char* out, size_t cap){
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el_val_t dd=engram_resolve_data_dir();
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snprintf(out, cap, "%s/chrono_last_tick", EL_CSTR(dd));
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}
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/* Persist the global last-tick stamp (call each tick / before shutdown). */
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el_val_t engram_chrono_persist_tick(void){
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if(!eg_chronoception_on()) return (el_val_t)(int64_t)0;
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char path[1200]; eg_chrono_tick_path(path,sizeof path);
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FILE* f=fopen(path,"w"); if(!f) return (el_val_t)(int64_t)0;
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fprintf(f,"%lld\n",(long long)engram_now_ms()); fclose(f);
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return (el_val_t)(int64_t)1;
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}
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/* Boot-time one-shot catch-up. Reads the persisted last-tick, cools the field
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* for the whole elapsed gap in a single application, refreshes the tick, and
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* returns the COOLING MAGNITUDE (never elapsed seconds). 0 if no prior tick. */
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el_val_t engram_age_field_catchup(void){
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if(!eg_chronoception_on()) return el_from_float(0.0);
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char path[1200]; eg_chrono_tick_path(path,sizeof path);
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FILE* f=fopen(path,"r"); if(!f) return el_from_float(0.0);
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long long last=0; int ok=fscanf(f,"%lld",&last); fclose(f);
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if(ok!=1 || last<=0) return el_from_float(0.0);
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int64_t now=engram_now_ms();
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double dt_ms=(double)(now-last);
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if(dt_ms<=0.0) return el_from_float(0.0);
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el_val_t mag=engram_age_field((el_val_t)(int64_t)dt_ms);
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f=fopen(path,"w"); if(f){ fprintf(f,"%lld\n",(long long)now); fclose(f); }
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return mag;
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}
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/* ── Integrity: store-level write-protection (§18.1, §18.3) ──────────────────
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* The protected set is DERIVED from the self-graph at call time, not hardcoded:
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* the self root and the values hub, plus every node adjacent to either (in
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