Writing

Essays

Long-form intellectual essays exploring the connections between mathematics, philosophy, and theology.

Essays

Sustained arguments and explorations at the intersection of mathematics, philosophy, and theology. These are long-form pieces that develop ideas over thousands of words — not summaries, not opinion pieces, but genuine intellectual investigations.

Core Themes

Mathematics Philosophy Theology
The nature of mathematical objects and the structure they reveal. Epistemology, aesthetics, and the philosophy of proof. Formal reasoning meets faith, revelation, and metaphysical inquiry.

What Makes These Essays Different

Interdisciplinary by Nature

Each essay draws on at least two domains. Mathematical structure illuminates philosophical questions. Theological reasoning employs formal logic. The connections aren't forced — they emerge from taking each discipline seriously on its own terms.

Arguments, Not Summaries

These aren't literature reviews or opinion pieces. Each essay develops an original argument with premises, reasoning, and conclusions. Supporting material is cited; objections are anticipated.

Written for the Curious

Technical concepts are explained, not assumed. Mathematical notation is introduced when necessary and always accompanied by plain-language explanation. The audience is anyone who thinks carefully, regardless of formal credentials.

Topics Explored

  • Mathematical ontology — Do numbers exist? What kind of existence do mathematical objects have?
  • The aesthetics of proof — Why do mathematicians describe certain proofs as "beautiful" or "elegant"?
  • Religious epistemology — Can faith be reasonable? What role does formal reasoning play in theological knowledge?
  • Formal systems and their limits — Gödel's incompleteness theorems and what they mean for human knowledge
  • Number theory and metaphysics — How the structure of prime numbers connects to deeper questions about reality

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