The realism/anti-realism debate is one of the traditional central themes in the philosophy of mathematics. The controversies about the existence of the irrational numbers, the complex numbers, the infinitesimals, etc. will be familiar to all who are acquainted with the history of mathematics. This book aims mainly at presenting and defending a non-Platonist form of mathematical structural realism which, in the respect of the history of mathematics, harmonizes with a plausible epistemology that naturally arises from it
This talk will introduce ontological questions related to mathematics. After surveying the views of ...
Sammendrag: The objective of the thesis is to give one account of Dummett’s philosophical approac...
According to mathematical realism, mathematics describes an abstract realm of mathematical entities,...
The realism/anti-realism debate is one of the traditional central themes in the philosophy of mathem...
This article attempts to motivate a new approach to anti-realism (or nominalism) in the philosophy o...
Mathematics is as much a science of the real world as biology is. It is the science of the world's q...
This paper is an attempt to convince anti-realists that their correct intuitions against the metaphy...
Abstract: According to the anti-realist views, mathematics is the creation of the mind and mathemati...
An Aristotelian Philosophy of Mathematics breaks the impasse between Platonist and nominalist views ...
This thesis studies the position of mathematical realism (the position that mathematical objects hav...
Peirce's realism is a sophisticated realism inherited from the Avicennian Scotistic tradition, which...
There is a wide range of realist but non-Platonist philosophies of mathematics—naturalist or Aristot...
Realists often suggest that scientific knowledge is grounded in the mathematical representation of n...
This paper examines connections between theism and mathematical realism. Mathematical realism, which...
This dissertation is centered around a set of apparently conflicting intuitions that we may have abo...
This talk will introduce ontological questions related to mathematics. After surveying the views of ...
Sammendrag: The objective of the thesis is to give one account of Dummett’s philosophical approac...
According to mathematical realism, mathematics describes an abstract realm of mathematical entities,...
The realism/anti-realism debate is one of the traditional central themes in the philosophy of mathem...
This article attempts to motivate a new approach to anti-realism (or nominalism) in the philosophy o...
Mathematics is as much a science of the real world as biology is. It is the science of the world's q...
This paper is an attempt to convince anti-realists that their correct intuitions against the metaphy...
Abstract: According to the anti-realist views, mathematics is the creation of the mind and mathemati...
An Aristotelian Philosophy of Mathematics breaks the impasse between Platonist and nominalist views ...
This thesis studies the position of mathematical realism (the position that mathematical objects hav...
Peirce's realism is a sophisticated realism inherited from the Avicennian Scotistic tradition, which...
There is a wide range of realist but non-Platonist philosophies of mathematics—naturalist or Aristot...
Realists often suggest that scientific knowledge is grounded in the mathematical representation of n...
This paper examines connections between theism and mathematical realism. Mathematical realism, which...
This dissertation is centered around a set of apparently conflicting intuitions that we may have abo...
This talk will introduce ontological questions related to mathematics. After surveying the views of ...
Sammendrag: The objective of the thesis is to give one account of Dummett’s philosophical approac...
According to mathematical realism, mathematics describes an abstract realm of mathematical entities,...