The antinomies, from the '' Critique of Pure Reason'', are contradictions which

Immanuel Kant Immanuel Kant (born Emanuel Kant; 22 April 1724 – 12 February 1804) was a German Philosophy, philosopher and one of the central Age of Enlightenment, Enlightenment thinkers. Born in Königsberg, Kant's comprehensive and systematic works ...

argued follow necessarily from our attempts to cognize the nature of transcendent reality by means of pure reason. Kant thought that some certain antinomies of his (God and Freedom) could be resolved as "Postulates of Practical Reason". He used them to describe the equally rational-but-contradictory results of applying the universe of pure thought to the categories or criteria, i.e. applying reason proper to the universe of sensible perception or

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(phenomena).

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reason cannot here play the role of establishing rational truths because it goes beyond possible experience and is applied to the sphere of that which transcends it.

Overview

Kant's antinomies are four: two "mathematical" and two "dynamical". They are connected with (1) the limitation of the universe in respect of space and time, (2) the theory that the whole consists of indivisible

atom Atoms are the basic particles of the chemical elements. An atom consists of a atomic nucleus, nucleus of protons and generally neutrons, surrounded by an electromagnetically bound swarm of electrons. The chemical elements are distinguished fr ...

s (whereas, in fact, none such exist), (3) the problem of free will in relation to universal causality, and (4) the existence of a necessary being. The first two antinomies are dubbed "mathematical" antinomies, presumably because in each case we are concerned with the relation between what are alleged to be sensible objects (either the world itself, or objects in it) and space and time. The second two are dubbed "dynamical" antinomies, presumably because the proponents of the thesis are not committing themselves solely to claims about spatio-temporal objects.M. Grier, "The Logic of Illusion and the Antinomies," in Bird (ed.), ''A Companion to Kant'', Blackwell, Oxford 2006, pp. 192-207.

The mathematical antinomies

The first antinomy (of space and time)

*Thesis: **The world has a beginning in time, and is also limited as regards space. *Anti-thesis: **The world has no beginning, and no limits in space; it is infinite as regards both time and space.

The second antinomy (of atomism)

*Thesis: **Every composite substance in the world is made up of simple parts, and nothing anywhere exists save the simple or what is composed of the simple. *Anti-thesis: **No composite thing in the world is made up of simple parts, and there nowhere exists in the world anything simple.

The dynamical antinomies

The third antinomy (of spontaneity and causal determinism)

*Thesis: **Causality in accordance with laws of nature is not the only causality from which the appearances of the world can one and all be derived. To explain these appearances it is necessary to assume that there is also another causality, that of Spontaneity. *Anti-thesis: **There is no Spontaneity; everything in the world takes place solely in accordance with laws of nature.

The fourth antinomy (of necessary being or not)

*Thesis: **There belongs to the world, either as its part or as its cause, a being that is absolutely necessary. *Anti-thesis: **An absolutely necessary being nowhere exists in the world, nor does it exist outside the world as its cause.

References

{{DEFAULTSORT:Kant's Antinomies Philosophy of religion Kantianism Paradoxes Causality Concepts in metaphysics