Works by Joel I. Friedman

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Works by Joel I. Friedman ( view other items matching `Joel I. Friedman`, view all matches )

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Joel I. Friedman (2005). Modal Platonism: An Easy Way to Avoid Ontological Commitment to Abstract Entities. Journal of Philosophical Logic 34 (3):227 - 273.
Modal Platonism utilizes “weak” logical possibility, such that it is logically possible there are abstract entities, and logically possible there are none. Modal Platonism also utilizes a non-indexical actuality operator. Modal Platonism is the EASY WAY, neither reductionist nor eliminativist, but embracing the Platonistic language of abstract entities while eliminating ontological commitment to them.
Logical Necessity in Metaphysics

Ontological Commitment in Metaphysics

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Joel I. Friedman (1995). Towards an Adequate Definition of Distribution for First-Order Logic. Journal of Philosophical Logic 24 (2):161 - 192.
Logic and Philosophy of Logic

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Joel I. Friedman (1986). The Natural God: A God Even an Atheist Can Believe In. Zygon 21 (3):369-388.
Philosophy of Religion
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Joel I. Friedman (1983). Spinoza's Problem of “Other Minds”. Synthese 57 (1):99 - 126.
Baruch Spinoza in 17th/18th Century Philosophy

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Joel I. Friedman (1982). Plato'seuthyphro and Leibniz' Law. Philosophia 12 (1-2):1-20.
Gottfried Leibniz in 17th/18th Century Philosophy
Plato in Ancient Greek and Roman Philosophy
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Joel I. Friedman (1982). Was Spinoza Fooled by the Ontological Argument? Philosophia 11 (3-4):307-344.
Baruch Spinoza in 17th/18th Century Philosophy
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Joel I. Friedman (1980). Necessity and the Ontological Argument. Erkenntnis 15 (3):301 - 331.
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Joel I. Friedman (1978). An Overview of Spinoza'sehics. Synthese 37 (1):67 - 106.
Baruch Spinoza in 17th/18th Century Philosophy

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Joel I. Friedman (1971). The Generalized Continuum Hypothesis is Equivalent to the Generalized Maximization Principle. Journal of Symbolic Logic 36 (1):39-54.
The Continuum Hypothesis in Philosophy of Mathematics
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Works by Joel I. Friedman ( view other items matching `Joel I. Friedman`, view all matches )