Hilbert’s views on the ontology of mathematics changed significantly between 1891 and 1904. Although his contributions to the foundations of mathematics in the years 1899-1904 paved the way for his later program of formalism, in the ontology of mathematics he was then still far from methodological nominalism associated with his mature formalism. Paradoxically, Hilbert’s original position in the ontology of mathematics (from 1891) was that of conceptualism combinedwith constructivism. These two views were the philosophical basis for Brouwer’s intuitionist attacks on Hilbert’s account of the foundations of mathematics in the 1920s
This dissertation is about the initial period of Brouwer's role in the foundational debate in mathem...
An investigation of the concept of “surveyability” as traced through the thought of Hilbert, Wittgen...
This two-volume work brings together a comprehensive selection of mathematical works from the period...
The aim of this paper is to describe and analyze the first (1922) of a long series of Hilbert’s work...
Hilbert’s program was an ambitious and wide-ranging project in the philosophy and foundations of mat...
David Hilbert’s early foundational views, especially those corresponding to the 1890s, are analysed...
Only recently, David Hilbert's program to axiomatize the sciences according to the pattern of geomet...
The present study attempts to provide a new approach to Hilbert's philosophy of mathematics by going...
The aim of this paper is threefold. First, on the basis of Gordan’s problem and Hilbert’s basis theo...
Within contemporary philosophy of mathematics there is a trend focussing on how mathematics is done ...
In 1891, Hilbert came to the conclusion that geometry is not a science of the physical space but is ...
The foundational ideas of David Hilbert have been generally misunderstood. In this dissertation pros...
It has been widely believed that David Hilbert, a precursor of formalism, consid-ered mathematics an...
Hilbert's axiomatic approach was an optimistic take over on the side of the logical foundations. ...
The article investigates one of the key contributions to modern structural math-ematics, namely Hilb...
This dissertation is about the initial period of Brouwer's role in the foundational debate in mathem...
An investigation of the concept of “surveyability” as traced through the thought of Hilbert, Wittgen...
This two-volume work brings together a comprehensive selection of mathematical works from the period...
The aim of this paper is to describe and analyze the first (1922) of a long series of Hilbert’s work...
Hilbert’s program was an ambitious and wide-ranging project in the philosophy and foundations of mat...
David Hilbert’s early foundational views, especially those corresponding to the 1890s, are analysed...
Only recently, David Hilbert's program to axiomatize the sciences according to the pattern of geomet...
The present study attempts to provide a new approach to Hilbert's philosophy of mathematics by going...
The aim of this paper is threefold. First, on the basis of Gordan’s problem and Hilbert’s basis theo...
Within contemporary philosophy of mathematics there is a trend focussing on how mathematics is done ...
In 1891, Hilbert came to the conclusion that geometry is not a science of the physical space but is ...
The foundational ideas of David Hilbert have been generally misunderstood. In this dissertation pros...
It has been widely believed that David Hilbert, a precursor of formalism, consid-ered mathematics an...
Hilbert's axiomatic approach was an optimistic take over on the side of the logical foundations. ...
The article investigates one of the key contributions to modern structural math-ematics, namely Hilb...
This dissertation is about the initial period of Brouwer's role in the foundational debate in mathem...
An investigation of the concept of “surveyability” as traced through the thought of Hilbert, Wittgen...
This two-volume work brings together a comprehensive selection of mathematical works from the period...