As part of the development of an epistemology for mathematics, some Platonists have defended the view that we have intuition that certain mathematical principles hold, and intuition of the properties of some mathematical objects. In this paper, I discuss some difficulties that this view faces to accommodate some salient features of mathematical practice. I then offer an alternative, agnostic nominalist proposal in which, despite the role played by mathematical intuition, these difficulties do not emerg
It is often claimed that nominalistic programmes to reconstruct mathematics fail, since they will at...
Gödel argued that intuition has an important role to play in mathematical epistemology, and despite ...
In this article the author considers various conceptions concerning ontological status of the object...
The present paper will argue that, for too long, many nominalists have concentrated their researches...
One main interest of philosophy is to become clear about the assumptions, premisses and inconsistenc...
Current versions of nominalism in the philosophy of mathematics have the benefit of avoiding commitm...
In this paper I defend mathematical nominalism by arguing that any reasonable account of scientific ...
∗ Copyright c ○ 2005 by Otávio Bueno and Edward N. Zalta. This piece was published in Philosophia Ma...
It has repeatedly been argued that nominalistic programmes in the philosophy of mathematics fail, si...
AbstractThis paper argues that the philosophical tradition of nominalism, as evident in the works of...
I argue that the most popular versions of naturalism imply nominalism in philosophy of mathematics. ...
Intuitionism derives philosophically from Kant\u27s Conceptualism -- the object of the mathematical ...
In this paper, I provide a soft defence of the Platonist conception of mathematics, which posits mat...
Platonists affirm the existence of abstract mathematical objects, and Nominalists deny the existence...
In this paper I offer an interpretation of the role of intuition in mathematical cognition in Kant’...
It is often claimed that nominalistic programmes to reconstruct mathematics fail, since they will at...
Gödel argued that intuition has an important role to play in mathematical epistemology, and despite ...
In this article the author considers various conceptions concerning ontological status of the object...
The present paper will argue that, for too long, many nominalists have concentrated their researches...
One main interest of philosophy is to become clear about the assumptions, premisses and inconsistenc...
Current versions of nominalism in the philosophy of mathematics have the benefit of avoiding commitm...
In this paper I defend mathematical nominalism by arguing that any reasonable account of scientific ...
∗ Copyright c ○ 2005 by Otávio Bueno and Edward N. Zalta. This piece was published in Philosophia Ma...
It has repeatedly been argued that nominalistic programmes in the philosophy of mathematics fail, si...
AbstractThis paper argues that the philosophical tradition of nominalism, as evident in the works of...
I argue that the most popular versions of naturalism imply nominalism in philosophy of mathematics. ...
Intuitionism derives philosophically from Kant\u27s Conceptualism -- the object of the mathematical ...
In this paper, I provide a soft defence of the Platonist conception of mathematics, which posits mat...
Platonists affirm the existence of abstract mathematical objects, and Nominalists deny the existence...
In this paper I offer an interpretation of the role of intuition in mathematical cognition in Kant’...
It is often claimed that nominalistic programmes to reconstruct mathematics fail, since they will at...
Gödel argued that intuition has an important role to play in mathematical epistemology, and despite ...
In this article the author considers various conceptions concerning ontological status of the object...