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  1.  77
    Existential Presuppositions and Existential Commitments.Jaako Hintikka - 1959 - Journal of Philosophy 56 (3):125-137.
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  2.  74
    Interview - Jaakko Hintikka.Jaako Hintikka - 2008 - The Philosophers' Magazine 40 (40):44-46.
    Jaakko Hintikka’s work in logic and epistemology has won him the Rolf Schock Prize for Logic and Philosophy, widely viewed as the Nobel of its field. He is also one of only four philosophers this century to be the subject of a volume of the Library of Living Philosophers. Hintikka is professor of philosophy at Boston University.
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  3.  44
    Is the Axiom of Choice a Logical or Set-Theoretical Principle?Jaako Hintikka - 1999 - Dialectica 53 (3-4):283–290.
    A generalization of the axioms of choice says that all the Skolem functions of a true first‐order sentence exist. This generalization can be implemented on the first‐order level by generalizing the rule of existential instantiation into a rule of functional instantiation. If this generalization is carried out in first‐order axiomatic set theory , it is seen that in any model of FAST, there are sentences S which are true but whose Skolem functions do not exist. Since this existence is what (...)
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    Interview - Jaakko Hintikka.Jaako Hintikka - 2008 - The Philosophers' Magazine 40:44-46.
    Jaakko Hintikka’s work in logic and epistemology has won him the Rolf Schock Prize for Logic and Philosophy, widely viewed as the Nobel of its field. He is also one of only four philosophers this century to be the subject of a volume of the Library of Living Philosophers. Hintikka is professor of philosophy at Boston University.
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    Is the Axiom of Choice a Logical or Set‐Theoretical Principle?Jaako Hintikka - 1999 - Dialectica 53 (3-4):283-290.
    A generalization of the axioms of choice says that all the Skolem functions of a true first‐order sentence exist. This generalization can be implemented on the first‐order level by generalizing the rule of existential instantiation into a rule of functional instantiation. If this generalization is carried out in first‐order axiomatic set theory, it is seen that in any model of FAST, there are sentences S which are true but whose Skolem functions do not exist. Since this existence is what the (...)
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  6.  4
    Aspects of Inductive Logic.Jaako Hintikka & Patrick Suppes - 1968 - Philosophy and Phenomenological Research 28 (3):456-457.
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  7. Fondements d'une théorie du langage, « L'interrogation philosophique ».Jaako Hintikka - 1997 - Revue Philosophique de la France Et de l'Etranger 187 (2):253-257.
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  8. Philosophy and Logic: In Search of the Polish Tradition.Jaako Hintikka (ed.) - 2003 - Kluwer Academic Publishers.
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