Switch to: References

Add citations

You must login to add citations.
  1. Kant Düşüncesinde Metafiziğin Geçerli Bir Yönteme Kavuşturulması.Ahmet Uğurlu - 2024 - Marifetname 11 (1):15-35.
    Kant metafiziğin temel meseleleri olan Tanrı, ruh ve özgürlük gibi ideaların bilgisi ya da varlığı tartışmalarının bir çözüme kavuşması gerektiğini düşünür. Ona gelene kadar sorunun çözülmemesinin sebebi olarak da metafiziksel bilgiye kaynaklık eden felsefi bilginin matematikten temelde farklı olduğunun ortaya konulamamasını göstermektedir. Kant daha önceki filozoflardan farklı olarak matematiğin temellendiği önerme türünü sentetik apriori olduğunu iddia eder. Bu nedenle de, matematiksel önermelerin felsefi bilginin temellendiği analitik önermelerden yapı itibariyle farklı olduğunu düşünür. Kant ideaların teorik olarak ortaya konulamayacağını gösterdikten sonra bunların (...)
    Download  
     
    Export citation  
     
    Bookmark  
  • Kant on the `symbolic construction' of mathematical concepts.Lisa Shabel - 1998 - Studies in History and Philosophy of Science Part A 29 (4):589-621.
    In the chapter of the Critique of Pure Reason entitled ‘The Discipline of Pure Reason in Dogmatic Use’, Kant contrasts mathematical and philosophical knowledge in order to show that pure reason does not (and, indeed, cannot) pursue philosophical truth according to the same method that it uses to pursue and attain the apodictically certain truths of mathematics. In the process of this comparison, Kant gives the most explicit statement of his critical philosophy of mathematics; accordingly, scholars have typically focused their (...)
    Download  
     
    Export citation  
     
    Bookmark   33 citations  
  • Kant and non-euclidean geometry.Amit Hagar - 2008 - Kant Studien 99 (1):80-98.
    It is occasionally claimed that the important work of philosophers, physicists, and mathematicians in the nineteenth and in the early twentieth centuries made Kant’s critical philosophy of geometry look somewhat unattractive. Indeed, from the wider perspective of the discovery of non-Euclidean geometries, the replacement of Newtonian physics with Einstein’s theories of relativity, and the rise of quantificational logic, Kant’s philosophy seems “quaint at best and silly at worst”.1 While there is no doubt that Kant’s transcendental project involves his own conceptions (...)
    Download  
     
    Export citation  
     
    Bookmark   3 citations  
  • Lisa A. Shabel. Mathematics in Kant's critical philosophy: Reflections on mathematical practice. Studies in philosophy outstanding dissertations, Robert Nozick, ed. new York & London: Routledge, 2003. ISBN 0-415-93955-0. Pp. 178 (cloth). [REVIEW]René Jagnow - 2007 - Philosophia Mathematica 15 (3):366-386.
    In this interesting and engaging book, Shabel offers an interpretation of Kant's philosophy of mathematics as expressed in his critical writings. Shabel's analysis is based on the insight that Kant's philosophical standpoint on mathematics cannot be understood without an investigation into his perception of mathematical practice in the seventeenth and eighteenth centuries. She aims to illuminate Kant's theory of the construction of concepts in pure intuition—the basis for his conclusion that mathematical knowledge is synthetic a priori. She does this through (...)
    Download  
     
    Export citation  
     
    Bookmark  
  • The 1860s Kant revival and the Philosophical Society of Berlin.Lauri Kallio - 2021 - Kant E-Prints 15 (3):192-219.
    Neo-Kantianism emerged over the course of the 1860s and it occupied a leading position in the German universities from the 1870s until the First World War. Demands for getting "back to Kant" had become common since the early 1860s, and these demands were discussed in the meetings of the Philosophical Society of Berlin (Philosophische Gesellschaft zu Berlin; PGB), which was the international organization of Hegelians. In this paper I address some reactions among the PGB members to the 1860s Kant revival. (...)
    Download  
     
    Export citation  
     
    Bookmark  
  • Kant vergegenwärtigt. Fundamento, postulado, intuição intelectual.Federico Ferraguto - forthcoming - Kant E-Prints:10-34.
    O artigo visa mostrar como o gesto filosófico reinholdiano de construção de uma filosofia elementar e o fichteano de fundamentar toda filosofia como ciência rigorosa em uma intuição intelectual alcançada através de um postulado, mais do que uma traição da impostação fundamental da crítica da razão kantiana, refletem uma tentativa de aprofundar elementos implícitos nela, sobretudo no que diz respeito à sua dimensão metodológica. Isto permite estabelecer uma continuidade entre o criticismo de Kant e o chamado de idealismo alemão que (...)
    Download  
     
    Export citation  
     
    Bookmark