Fundamental Philosophy (FP)
Fundamental Philosophy (FP) is a foundational analytical research domain concerned with the conceptual, ontological, and epistemic conditions that precede formal frameworks, axiomatic systems, and applied models. It operates at a level prior to systematic formalization, serving as a space for critical analysis, conceptual clarification, and foundational reconstruction.
1. Scope
FP is a research domain developed under AstraVerge Research. It does not define a single unified theory or formal system. Instead, it hosts a collection of analytical and critical investigations addressing foundational problems that cut across ontology, epistemology, systems theory, language, and computation.
FP provides a structured space for texts that are exploratory, diagnostic, or critical in nature, and which may not yet crystallize into standalone research programs such as FDB, COE, ACS, or OTU.
2. Core focus
FP is concerned with identifying and clarifying conceptual primitives, implicit assumptions, and structural blind spots that underlie contemporary scientific, mathematical, and computational practices.
Its guiding question is:
What conceptual and ontological commitments are implicitly assumed before formal models, theories, or systems become possible at all?
3. Domains of inquiry
Research within FP includes, but is not limited to:
- ontology of dynamics, directionality, and asymmetry;
- philosophy of language, formalization, and representation;
- philosophy of computation and theoretical foundations of computer science;
- analysis of foundational assumptions in physics and mathematics;
- critical examination of reconstruction-based and model-centric worldviews.
These investigations often function as precursors to later formalization or programmatic development.
4. Relation to formal frameworks
FP is ontologically and methodologically prior to the formal research frameworks developed within AstraVerge. It does not compete with them, but prepares and refines the conceptual ground on which they are built.
Concepts, distinctions, and critiques articulated in FP may later be stabilized, formalized, or specialized within FDB, COE, ACS, OTU, or applied models.
5. What FP treats as derived
FP treats the following as secondary or non-primitive:
- formal axioms taken without ontological justification;
- mathematical abstractions detached from conditions of applicability;
- computational models mistaken for ontological descriptions;
- statistical or reconstructive methods treated as epistemically neutral.
6. Relationship to other AstraVerge frameworks
FP maintains close conceptual interaction with other AstraVerge components:
7. Status
FP is an open and evolving research domain. Its texts are not required to conform to a fixed formal structure and may remain exploratory, critical, or preparatory in character. Selected contributions may later serve as conceptual seeds for new foundational or applied research programs.
8. Publications
- Nekludoff, Alexey A. Economics of the Unobserved Outcome: Unknown Futures, Present Control, and Markets for Nonexistent Problems. DOI: 10.5281/zenodo.23116955
- Nekludoff, Alexey A. The Foundation of Ontology: Being Before Knowledge, Language, and Classification. DOI: 10.5281/zenodo.23095169
- Nekludoff, Alexey A. When Culture Looks Innate: Reconsidering Evidence for Human Left-Turn Bias. DOI: 10.5281/zenodo.20682210
- Nekludoff, Alexey A. Where Exactly Does NP Emerge? A Structural Re-Reading of Cook's Original Formulation. DOI: 10.5281/zenodo.20474046
- Nekludoff, Alexey A. Dynamical Degeneracy of Relativistic Orbital Observables. DOI: 10.5281/zenodo.20472318
- Nekludoff, Alexey A. The Rhetoric of Impossibility in the Clay Mathematics Institute's P vs NP Description. DOI: 10.5281/zenodo.20171398
- Nekludoff, Alexey A. Emergent Geometry from Mode-Structured Evolution. DOI: 10.5281/zenodo.20094119
- Nekludoff, Alexey A. Structural Dynamics of Polynomial Solvability: Layered State Spaces and Polynomial Navigability. DOI: 10.5281/zenodo.20047403
- Nekludoff, Alexey A. Mode-Dependent Differentials and Stability of Limits in Partial Differential Equations. DOI: 10.5281/zenodo.19842439
- Nekludoff, Alexey A. On the Non-Equivalence of Molecular Synthesis and Life Formation. DOI: 10.5281/zenodo.19482262
- Nekludoff, Alexey A. Life as a Filtered Outcome: Filtered Configuration Framework. DOI: 10.5281/zenodo.19479278
- Nekludoff, Alexey A. Consequences of the Ontology of Dynamics. DOI: 10.5281/zenodo.19347181