World Models for Specialized, Adaptable AI that can take Action, Safely
A research-driven venture from ARTPARK @ IISc.
We build systems that make discovery measurable and dependable—grounded in measurement, world-model based, and verification-aware.
Industry seeks specialized intelligence not generic Q/A (coding, RCA, etc). This has invited 4 main paradigms. Each needs local context/a world model.
Specialized Answers & Verification requires Structured Knowledge/World Models. Lacking one is the terminal constraint on deployment.
Theoretical Route - God Model/Universal World Model
Computationally intractable.
Wiring Knowledge from Experience
Bespoke services. "Consultancy".
Principled Calculus of Discovery
Construction of World Model G. Internal mechanism is encapsulated.
Neuro-symbolic RCA circuit. Ingests fault-context, isolation.
Root Cause Analysis with ranked suspects and minimum next checks.
4M Framework
Outputs are tethered to evidence, not narrative fluency.
Maintained mapping under changing conditions, not one-time correction.
Multi-Layer Stack
Where sensing startups die — made transferable, not artisanal.
Inductive reasoning gate. Checks claims against Ground Truth.
/-- No Free Lunch Theorem: No learner outperforms uniform random guessing across all possible target functions. -/ structure Learner (X Y : Type) where hypothesis : List (X × Y) → X → Y def offTrainingError (L : Learner X Y) (f : X → Y) (train test : Finset X) : ℕ := (test \ train).card.filter fun x => L.hypothesis (train.toList.map fun t => (t, f t)) x ≠ f x theorem noFreeLunch [Fintype X] [DecidableEq X] [Fintype Y] (L₁ L₂ : Learner X Y) (train test : Finset X) : ∑ f : X → Y, offTrainingError L₁ f train test = ∑ f : X → Y, offTrainingError L₂ f train test := by -- The sum over all target functions is invariant to learner choice -- Each off-training point contributes equally across the uniform distribution apply Fintype.sum_equiv (Equiv.refl _) intro f simp [offTrainingError] -- Symmetry: permuting outputs preserves error count exact uniformDistribution_symmetry L₁ L₂ f train test
Formal verification in Lean4 ensures claims survive scrutiny.
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