. "1"^^ . . "Kant's philosophy of geometry; projective geometry"@en . "0031-8019" . "1"^^ . . "GB - Spojen\u00E9 kr\u00E1lovstv\u00ED Velk\u00E9 Brit\u00E1nie a Severn\u00EDho Irska" . . "Philosophy of Geometry\u2013On the Road to a Final Assessment"@en . "[2EF213D939C7]" . "The paper attempts to summarize the debate on Kant's philosophy of geometry and to offer a restricted area to which Kant's philosophy would apply. Geometrical theories can be characterized using Wittgenstein\u2019s notion of pictorial form. The birth of non-Euclidean geometry is tied to the introduction of a new pictorial form\u2014the interpretative form. Kant's philosophy of geometry can be interpreted as a reconstruction of geometry based on another of these forms\u2014the projective form. Kant's philosophy is thus a correct reconstruction of such theories as projective geometry; and not only as they were practiced in Kant's times, but also as architects use them today."@en . . . . . "Philosophy of Geometry\u2013On the Road to a Final Assessment" . "Philosophy of Geometry\u2013On the Road to a Final Assessment" . "The paper attempts to summarize the debate on Kant's philosophy of geometry and to offer a restricted area to which Kant's philosophy would apply. Geometrical theories can be characterized using Wittgenstein\u2019s notion of pictorial form. The birth of non-Euclidean geometry is tied to the introduction of a new pictorial form\u2014the interpretative form. Kant's philosophy of geometry can be interpreted as a reconstruction of geometry based on another of these forms\u2014the projective form. Kant's philosophy is thus a correct reconstruction of such theories as projective geometry; and not only as they were practiced in Kant's times, but also as architects use them today." . . . "2" . "RIV/67985955:_____/11:00369528!RIV12-AV0-67985955" . . "Philosophia Mathematica" . "Z(AV0Z90090514)" . "19" . . "Kvasz, Ladislav" . "Philosophy of Geometry\u2013On the Road to a Final Assessment"@en . . "RIV/67985955:_____/11:00369528" . . "28"^^ . . "220194" .