Examples of 'philosophy of mathematics' in a sentence
Meaning of "philosophy of mathematics"
The philosophy of mathematics is a branch of philosophy that examines questions related to the nature, methods, and foundational assumptions of mathematics. It explores topics such as the existence of mathematical objects, the relationship between mathematics and reality, and the nature of mathematical knowledge
How to use "philosophy of mathematics" in a sentence
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philosophy of mathematics
From the philosophy of mathematics to that of fiction.
Significance in the history and philosophy of mathematics.
Philosophy of mathematics and theory of knowledge.
He concentrated in the philosophy of mathematics and.
Philosophy of mathematics is concerned with the philosophical foundations and implications of mathematics.
He wrote many books addressing the philosophy of mathematics.
General and philosophy of mathematics in particular.
That is the basic question in the philosophy of mathematics.
He is a figure in the philosophy of mathematics where he defends a version of structuralism.
This is one of many issues considered in the philosophy of mathematics.
He wrote on the philosophy of mathematics and the philosophy of science.
I am also interested in the philosophy of mathematics.
Finitism is a philosophy of mathematics that accepts the existence only of finite mathematical objects.
The concept is studied in philosophy of mathematics.
Philosophy of mathematics Foundations of mathematics.
See also
Submissions of papers in any topic of philosophy of mathematics are welcome.
Philosophy of mathematics Category theory Set theory Type theory.
Gardner was known for his sometimes controversial philosophy of mathematics.
It also covers history and philosophy of mathematics and university education.
His work challenges and complements mainstream philosophy of mathematics.
Philosophy of Mathematics.
Mathematical realism is also called platonism in the philosophy of mathematics.
It is at the core of the philosophy of mathematics known as neo-logicism.
He is the author of numerous articles and books in logic and philosophy of mathematics.
Formalism in the Philosophy of Mathematics.
Revolutions in Mathematics is a collection of essays in the history and philosophy of mathematics.
Poincaré and the Philosophy of Mathematics.
This embarrassment is still with us; it's a reason for the difficulties of philosophy of mathematics.
Nemenyi was also deeply interested in the philosophy of mathematics and mathematical education.
The philosophy of mathematics studies the philosophical assumptions, foundations and implications of mathematics.
A mathematical object is an abstract object arising in philosophy of mathematics and mathematics.
Edmund Husserl 's philosophy of mathematics has been construed as a form of conceptualism.
Boutroux is chiefly known for his work in the history and philosophy of mathematics.
Where am I? From the philosophy of mathematics to that of fiction.
This means that traditional metaphysical and epistemological concerns of the philosophy of mathematics are misplaced.
Frege: Philosophy of Mathematics has been highly influential.
Such a review included viewpoints from the philosophy of mathematics and cognitive studies.
Philosophy of mathematics and logic;.
Marin Turlea dedicated his career to the philosophy of mathematics.
Category, Philosophy of mathematics.
He has also written about Judaism and the philosophy of mathematics.
His interests include logic, philosophy of mathematics and metaethics.
Cantor 's theorem had immediate and important consequences for the philosophy of mathematics.
I Developing research at the interface between philosophy of mathematics and philosophy of logic.
Paul Ernest ( born 1944 ) is a contributor to the social constructivist ( see social constructivism ) philosophy of mathematics.
Contributions to the Philosophy of Mathematics.
Returning to Trinity for a year, he attended Ludwig Wittgenstein 's seminars on the philosophy of mathematics.
His goal was to replace the dominant, apriorist philosophy of mathematics with an empiricist philosophy.
He made contributions to celestial mechanics, statistics, number theory, algebra, and the philosophy of mathematics.
Paul Bernays ' later philosophy of mathematics.
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