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Concept or Thought Experiment

Infinite Regress

A regress is philosophy’s most patient interrogator: ask one explanatory question, and it asks the same of your answer, then of the answer to that answer, until thought must decide whether it has found ground or merely endless descent.

400 BC – presentEurope
Infinite Regress

Quick Facts

Period
400 BC – present
Region
Europe
Key Figures
Aristotle, David Hume, Immanuel Kant +3 more

Key Figures

The Story

This narrative combines documented history with dramatized scenes for storytelling purposes.

Timeline

Zeno’s Paradoxes of Division

**400 BC** — Zeno of Elea formulates arguments that make motion and plurality seem to unravel into endless divisions. These paradoxes do not yet name infinite regress, but they establish the ancient intuition that a sequence can fail because it never reaches completion.

Plato stages regress in the Parmenides

**380 BC** — In the Parmenides, Plato subjects the theory of Forms to a searching critique that raises the possibility of explanatory multiplication. The dialogue becomes one of the earliest and most influential dramatizations of regress pressure in metaphysics.

Aristotle’s Posterior Analytics

**340 BC** — Aristotle argues that scientific knowledge requires first principles and cannot depend on an infinite chain of demonstrations. His account of demonstration becomes the classical anti-regress model for later philosophy.

Aquinas writes the Summa Theologiae

**1265** — Thomas Aquinas develops his account of causal series and the impossibility of an infinite regress in the relevant per se sense. His distinction between kinds of series becomes central to medieval and later cosmological arguments.

Scholastic distinctions circulate in early modern debate

**1530** — The scholastic vocabulary of per se and per accidens series continues to shape arguments about causation and divine existence. Early modern philosophers inherit the regress problem as part of the inherited machinery of metaphysics.

Hume’s critique of causal necessity

**1739** — In the Treatise of Human Nature, Hume undermines the certainty with which philosophers move from observed sequences to necessary explanation. His skepticism weakens the confidence that regress must always end in a privileged first cause.

Kant’s Critique of Pure Reason

**1781** — Kant formulates the antinomies of pure reason, showing how reason can generate opposing conclusions when it demands total explanation. Infinite regress becomes a symptom of the mind’s own drive toward the unconditioned.

Chisholm and the epistemic regress problem

**1976** — Twentieth-century analytic epistemology systematizes the regress problem as a challenge to justification. Chisholm’s work helps crystallize the foundationalist, coherentist, and skeptical responses that remain central to the debate.

BonJour and coherentist revival

**1983** — Laurence BonJour’s work gives coherentism a sophisticated modern defense against regress-based foundationalism. The debate over whether mutual support can halt regress becomes one of the major epistemological disputes of the period.

Grounding enters contemporary metaphysics

**1990** — Late twentieth-century metaphysics begins to distinguish grounding from causation, reviving regress questions in a new idiom. Philosophers ask whether explanatory dependence requires a fundamental level or can be indefinitely layered.

Regress in contemporary grounding debates

**2012** — Analytic metaphysicians increasingly discuss infinite regress in terms of grounding chains, ontological priority, and fundamentality. The ancient problem reappears in debates over whether reality must bottom out.

Infinite regress remains a live philosophical test

**2024** — Current work in epistemology, metaphysics, philosophy of science, and AI interpretation continues to use regress as a test of explanation and justification. The concept remains indispensable whenever philosophers ask what, if anything, finally stops the question.

Sources

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