This paper is part of a larger project about the relation between mathematics and transcendental philosophy that I think is the most interesting feature of Kant’s philosophy of mathematics. This general view is that in the course of arguing independently of mathematical considerations for conditions of experience, Kant also establishes conditions of the possibility of mathematics. My broad aim in this paper is to clarify the sense in which this is an accurate description of Kant’s view of the relation between mathematics and transcendental philosophy
The article takes up the problem of the possibility and usefulness of philosophy of mathematics for ...
The article examines Kant’s conception of experience and its theoretical implication for the limits ...
The question of the applicability of mathematics is an epistemological issue that was explicitly rai...
This paper is part of a larger project about the relation between mathematics and transcendental phi...
Kant's arithmetic theory is very important both in general mathematical philosophy and in the unders...
Kant’s transcendental philosophy (transcendentalism) focuses on both the human method of cognition i...
After a very brief outline of what I take to be the essential characteristics of mathematical, as co...
In the Critique of Pure Reason, Kant advances the notion that there are certain kinds of judgment wh...
Arithmetical truths are a priori, but our understanding of them starts with the practical experience...
In this paper I offer an interpretation of the role of intuition in mathematical cognition in Kant’...
Many recent attempts to analyze Kant\u27s philosophy of mathematics have proceeded from within the c...
I interpret Kant’s Analogies of Experience as an ensemble of mutually sustaining principles that joi...
It is a common thought that mathematics can be not only true but also beautiful, and many of the gre...
Ceci est une version de travail (version prépublication): elle peut différer de la version finale pu...
The paper is an attempt to explain what a transcendental argument is for Kant. The interpretation is...
The article takes up the problem of the possibility and usefulness of philosophy of mathematics for ...
The article examines Kant’s conception of experience and its theoretical implication for the limits ...
The question of the applicability of mathematics is an epistemological issue that was explicitly rai...
This paper is part of a larger project about the relation between mathematics and transcendental phi...
Kant's arithmetic theory is very important both in general mathematical philosophy and in the unders...
Kant’s transcendental philosophy (transcendentalism) focuses on both the human method of cognition i...
After a very brief outline of what I take to be the essential characteristics of mathematical, as co...
In the Critique of Pure Reason, Kant advances the notion that there are certain kinds of judgment wh...
Arithmetical truths are a priori, but our understanding of them starts with the practical experience...
In this paper I offer an interpretation of the role of intuition in mathematical cognition in Kant’...
Many recent attempts to analyze Kant\u27s philosophy of mathematics have proceeded from within the c...
I interpret Kant’s Analogies of Experience as an ensemble of mutually sustaining principles that joi...
It is a common thought that mathematics can be not only true but also beautiful, and many of the gre...
Ceci est une version de travail (version prépublication): elle peut différer de la version finale pu...
The paper is an attempt to explain what a transcendental argument is for Kant. The interpretation is...
The article takes up the problem of the possibility and usefulness of philosophy of mathematics for ...
The article examines Kant’s conception of experience and its theoretical implication for the limits ...
The question of the applicability of mathematics is an epistemological issue that was explicitly rai...