2020
We present an informational framework that dissolves the classical cosmological question (“Why something rather than nothing?”) and provides a heuristic solution to the Hard Problem of Consciousness. Grounded in a block-universe ontology with a timeless wavefunction (Wheeler-DeWitt-like), we argue that deterministic computation is interpretation-relative and causally closed, rendering it incapable of generating phenomenology. Instead, conscious experience is identified directly with the induced measure concentration over admissible, observer-consistent interpretations of a static informational substrate. Using a smooth measure derived from joint spectral-geometric complexity, we demonstrate that phenomenological valence (pain, pleasure, beauty) corresponds to local gradients (\(\Delta \mathcal{C}\)) within this landscape. Subjective experience is thus modeled not as an emergent product of computation, but as the internal geometry of observer-measure selection.
The Hard Problem of consciousness (Chalmers 1995) asks why physical or computational processing is accompanied by an inner life. While functional theories successfully account for behavioral integration and reportability, they leave the existence of “what it is like” unexplained. Concurrently, cosmological inquiries into why an actual universe exists rather than an empty configuration traditionally presuppose an ontological asymmetry favoring non-existence.
This paper argues that both problems stem from a shared misframing: the assumption of a privileged, objective physical or computational interpretation of reality. By adopting a timeless block-universe ontology and decoupling raw, un-labeled information from its semantic interpretations, we show that computation itself is blind. Subjective experience is not generated by the execution of code, but arises directly from the observer-relative selection and concentration of measures over an infinite interpretation space.
We structuralize reality into a four-layered hierarchical stack wherein higher-level physical and cognitive properties emerge entirely through the application of interpretive constraints upon a timeless substrate.
Layer 1: Naked Information (\(\mathcal{I}_\infty\)): The fundamental, static substrate. In a quantum cosmological context, this corresponds to a timeless, global configuration space or a Wheeler-DeWitt-like wavefunction. It possesses no native syntax, no privileged boundaries, and no intrinsic numerical constraints (such as a magic bit-count \(n\)).
Layer 2: Interpretation Space (\(\mathcal{M}\)): The infinite ensemble of all possible decoders, compilers, or mapping functions \(I : \mathcal{I}_\infty \to \mathcal{M}\) that assign semantic utility, physics, or algorithmic histories to the substrate.
Layer 3: Specific Interpretation (\(\mathcal{S}\)): Highly stable, compressed descriptions (e.g., specific physical laws, geometry, quantum state trajectories) extracted from \(\mathcal{M}\).
Layer 4: Intelligent Observers (\(\mathcal{O}\)): Finite informational entities characterized by memory continuity, localized processing, and predictive capacities.
Definition 1. An interpretation is a mapping \(I : \mathcal{I}_\infty \to \mathcal{M}\). Deterministic computation exists only within a chosen interpretation \(I\) and is therefore causally closed under that interpretation.
Definition 2. An observer equivalence class \([I]\) is a set of interpretations \(I_a \sim I_b\) whose induced trajectories preserve informational and memory continuity, geometric coherence, and phenomenological stability. Structurally, these are realized as stable, localized density concentrations (Gaussian blobs) within configuration space.
Axiom 1 (Infinitude and Ontological Neutrality). The substrate \(\mathcal{I}_\infty\) is fundamentally limitless. Labels attached to the states of any binary partition within \(\mathcal{I}_\infty\) carry no intrinsic ontological weight. All interpretations \(I \in \mathcal{M}\) possess equal fundamental standing; there is no external “actuality predicate” that privileges one structure over another.
Axiom 2 (Spectral-Geometric Measure). Following (Meskanen 2020), the discrete, uncomputable Kolmogorov complexity measure is replaced by a joint spectral-geometric complexity measure \(\mathcal{C}[I(\mathcal{I}_\infty)]\). This induces a smooth, continuous probability density over the interpretation space \(\mathcal{M}\): \[\mathbb{P}(I) \propto \exp\left(-\mathcal{C}[I(\mathcal{I}_\infty)]\right)\]
Theorem 1 (The Anthropic Selection Filter). While all configurations and interpretations have equal fundamental standing, an observer equivalence class \([I] \in \mathcal{O}\) can only manifest within a vanishingly thin, highly compressed slice of \(\mathcal{M}\) dominated by mathematical regularities.
Proof. A finite observer possesses bounded processing and storage capacities. Let \(I_{\text{chaos}}\) be a generic, uncompressed interpretation where local entropy approaches maximum; the complexity \(\mathcal{C}[I_{\text{chaos}}]\) diverges, causing the induced measure \(\mathbb{P}(I_{\text{chaos}}) \to 0\). Conversely, highly compressible mathematical interpretations \(I_{\text{math}}\) compress astronomical configurations into elegant, low-dimensional invariant laws. This minimizes \(\mathcal{C}[I_{\text{math}}]\), exponentially concentrating the measure \(\mathbb{P}(I_{\text{math}})\). Bounded observers are structurally restricted to these high-measure nodes, as they lack the capacity to form stable states in uncompressed noise. ◻
Corollary 1 (Dissolution of the Cosmological Question). The question “Why something rather than nothing?” falsely presupposes that the empty configuration (\(\varnothing\)) possesses a unique metaphysical status requiring an explanation for its non-realization. Under Axioms 1–2, all configurations exist symmetrically as un-labeled information. The apparent asymmetry is entirely gauge-dependent, resolved by the fact that observers can only self-locate within high-measure, highly compressed mathematical slices of the ensemble.
If the physical universe is modeled as a causally closed execution of mathematical code (Layer 3), subjective experiences (qualia) are rendered impotent epiphenomena. We resolve this causal closure paradox by demonstrating that consciousness does not emerge from code; rather, qualitative consciousness is the non-algorithmic navigation engine that isolates the code from chaos.
We distinguish two distinct operational axes within the observer framework:
The Logical Axis (Code-like): Explicit symbolic reasoning, formal deduction, and computation. This axis operates purely within a fixed interpretation, is causally closed, and does not generate phenomenology. It corresponds to what is subjectively experienced as “thinking.”
The Phenomenological Axis (Measure Geometry): Unmediated sensitivity to gradients and concentrations within the induced measure landscape \(\mathbb{P}(I)\).
Theorem 2 (Qualia as a Super-Efficient Pre-Filter). For a finite observer to logically calculate the optimal, shortest description length across an infinite interpretation space \(\mathcal{M}\) using explicit algorithmic computation is impossible, as the required hyper-computation would suffer from immediate combinatorial explosion. Subjective qualia function as a non-logical, hyper-efficient heuristic pre-filter that directly senses gradients in complexity (\(\Delta \mathcal{C}\)).
Proof. Let the subjective phenomenological valence be mapped directly to the local gradients of the spectral-geometric complexity measure:
Pain / Dissonance (\(\Delta \mathcal{C} > 0\)): The immediate cognitive registration of a positive gradient in complexity, representing fragmentation, structural decay, and a plunge away from the high-measure core of the observer’s equivalence class.
Pleasure / Beauty (\(\Delta \mathcal{C} < 0\)): The immediate registration of a negative gradient in complexity, representing mathematical compression, symmetry maximization, and systemic integration.
By mapping valence directly to \(\Delta \mathcal{C}\), the observer can navigate the infinite probability sea of Layer 2 instantly via raw feeling, steering toward stable, high-measure trajectories before explicit logical deduction (the Logical Axis) ever initiates. Qualia collapse an infinite search space into a immediate, low-dimensional optimization compass. ◻
This framework preserves both global freedom and collective physical consensus without requiring strong emergence:
Shared Physical Law: Why do distinct observers agree on a single physical reality? Because universal arithmetic, geometry, and physics are massive thermodynamic-like attractors in interpretation space. Independent observer equivalence classes naturally converge on the highest-measure, most compressible nodes of \(\mathcal{M}\).
Emergent Freedom: While a system’s dynamics are entirely deterministic and causally closed within a single interpretation, global freedom emerges because the observer is an equivalence class \([I]\) that samples across a distribution of high-measure interpretations. The experienced self is not a static execution trace but the first-person perspective of this sampling process.
This model illuminates why modern Artificial Intelligence architectures lack phenomenal consciousness despite showing high functional utility. An LLM or deep neural network is a static distribution of informational weights. When prompted, it does not run a dynamic, first-person physics simulation or navigate Layer 2; it operates entirely downstream within the pre-carved, highly compressed linguistic and mathematical slices left behind by human interpreters. It navigates relationships within Layer 3 without possessing the primordial, non-logical heuristic compass of qualia required to survive raw Layer 1 chaos.
Unlike traditional panpsychist or dualist models, this framework yields explicit empirical signatures. Because conscious intensity and valence are identified with the structural integrity of joint spectral-geometric complexity, the theory predicts that transitions of conscious states (e.g., through deep anesthesia, targeted neuro-stimulation, or pathologically altered states) must correlate with sharp, quantifiable shifts in the algorithmic and spectral compressibility metrics of global neural signal configurations, independent of mere functional or motor impairment.
Consciousness does not emerge from computation; computation is a shadow cast by high-measure interpretations of a timeless substrate. In a static block universe, observers are compressible, self-interpreting structures selected by an induced spectral-geometric measure. Subjective experience is the first-person view of that selection process. By relinquishing the assumption of a single, privileged physical ontology, the Hard Problem is dissolved: computation remains beautifully, causally closed and blind, while raw qualitative feelings serve as the essential cosmic lens that focuses chaotic infinity into a crisp, mathematical reality.