Concept

Benno Kerry

Benno Kerry (né Kohn; 11 December 1858 – 20 May 1889) was an Austrian philosopher. Kerry was born as Benno Kohn in Vienna. He studied under Ernst Laas and Otto Liebmann at the University of Strassburg and from 1877/78 under Franz Brentano at the University of Vienna. In 1881 he obtained his doctorate with the dissertation Untersuchungen über das Causalproblem auf dem Boden einer Kritik der einschlägigen Lehren J. St. Mills ("Investigations concerning the problem of causality on the basis of a critique of the relevant doctrines of John Stuart Mill"). In Vienna, as part of the School of Brentano he befriended Alois Höfler. In 1885 he obtained his habilitation as Privatdozent in Strasburg with Grundzüge einer Theorie der mathematischen und nicht-mathematischen Grenzbegriffe. Ein Beitrag zur Erkenntnistheorie ("Foundations of a theory of mathematical and non-mathematical limit concepts. A contribution to epistemology") and became the assistant of the neo-Kantian Wilhelm Windelband. Kerry was influenced by Bernard Bolzano and became an important conduit of his work. He was among the first students of Brentano (with Meinong and Höfler) to distinguish clearly between concept and object. Kerry died on 20 May 1889 as a result of an ear infection. Kerry exercised an influence not just within the circle of Brentano, especially on Alois Höfler (for the concept "psychical labor"), Edmund Husserl (in the Philosophy of Arithmetic), and Kazimierz Twardowski, but also on Gottlob Frege. In fact, Frege conceived his paper "Concept and Object" as a reply to Kerry's criticisms. Furthermore he was in close contact with Georg Cantor and it is thanks to his review of the Mannigfaltigkeitslehre that Bertrand Russell came to know of the work of Cantor. Kerry (in particular in his fourth article) criticized Frege for having confused concept and object in his Die Grundlagen der Arithmetik and in Begriffsschrift. Frege responded to a number of aspects of this critique in 1892 with the paper "Begriff und Gegenstand" ("Concept and Object").

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