UVSM Publications

Scholarly publisher of books, formal proofs, and whitepapers

UVSM Publications LLC is a scholarly publisher based in Wytheville, Virginia. Founded in 2026, UVSM publishes rigorous, original work across thirteen research areas spanning foundational physics, mathematics, epistemology, ethics, psychology, consciousness, AI safety, governance, economics, theology, communication, community design, and ecology.

All publications are freely accessible under a two-tier open access model: whitepapers and working papers are licensed under CC BY-NC 4.0 to encourage scholarly engagement, while books and formal proofs are licensed under CC BY-NC-ND 4.0 to protect the integrity of foundational arguments.

Recent Publications

• An Immanent Metaphysics

  Landry, Forrest · 2026 · Book

  A comprehensive metaphysical framework integrating ontology, epistemology, and ethics into a single coherent model through the formal structure of triadic relationships.

  Can ontology, epistemology, and ethics be integrated into a single coherent framework? · What is the formal relationship between being, knowing, and choosing? · How can metaphysics be practiced with the rigor of mathematics?

• The Natural Basis of Symplectic Geometry and Topology

  Landry, Forrest · 2026 · DOI

  This work has been accepted for publication. Full text will be available at this URL when published.

• The Natural Basis of Stochastic PDE

  Landry, Forrest · 2026 · DOI

  This work has been accepted for publication. Full text will be available at this URL when published.

• The Natural Basis of Set Theory

  Landry, Forrest · 2026 · DOI

  This work has been accepted for publication. Full text will be available at this URL when published.

• The Natural Basis of Representation Theory

  Landry, Forrest · 2026 · DOI

  This work has been accepted for publication. Full text will be available at this URL when published.

• The Natural Basis of Real Analysis

  Landry, Forrest · 2026 · DOI

  This work has been accepted for publication. Full text will be available at this URL when published.

• The Natural Basis of Proof Theory

  Landry, Forrest · 2026 · DOI

  This work has been accepted for publication. Full text will be available at this URL when published.

• The Natural Basis of Probability Theory

  Landry, Forrest · 2026 · DOI

  This work has been accepted for publication. Full text will be available at this URL when published.

• The Natural Basis of Point-Set Topology

  Landry, Forrest · 2026 · DOI

  This work has been accepted for publication. Full text will be available at this URL when published.

• The Natural Basis of Model Theory

  Landry, Forrest · 2026 · DOI

  This work has been accepted for publication. Full text will be available at this URL when published.

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