Results 1 to 10 of about 10,119 (260)

U zródeł współczesnego nominalizmu w filozofii matematyki

Zagadnienia Filozoficzne w Nauce, 2006
Nominalism is one of the most important positions in the contemporary philosophy of mathematics. The goal of this article is to point out various factors that have effected the rapid development of nominalism.
Anna Frąckowiak–Ciesielska
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Philosophical Harmony: Understanding the Influence of Pedagogical Philosophy in Mathematical Teaching

Journal of Medives: Journal of Mathematics Education IKIP Veteran Semarang
This article investigates the profound implications of the application of pedagogical philosophy in mathematics teaching. Highlighting the key roles of constructivist philosophy, humanism, and ethics, the study discusses how these principles shape the ...
Elfitra Elfitra, Izwita Dewi, Faiz Ahyaningsih   +2 more
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The Lvov-Warsaw School and Its Future

Axioms, 2016
The Lvov-Warsaw School (L-WS) was the most important movement in the history of Polish philosophy, and certainly prominent in the general history of philosophy, and 20th century logics and mathematics in particular.[...]
Angel Garrido, Piedad Yuste
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From Subordination to Hegemony On the Epistemological Legitimation of Mathematics in Natural Philosophy of XVII Century

Civilizar, 2013
This article analyzes the epistemological legitimation of mathematics in natural philosophy in the seventeenth century. In the Renaissance it was claimed that mathematics does not meet the Aristotelian criteria of scientificity, and that it did not ...
Felipe Ochoa
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Bernard Bolzano: pierwsze (historycznie) matematyczne ujęcie pojęcia kontinuum

Zagadnienia Filozoficzne w Nauce, 2018
Recenzja książki: Lukas Benedikt Kraus, Der Begriff des Kontinuums bei Bernard Bolzano, Beiträge zur Bolzano-Forschung, vol. 25, Academia Verlag, Sankt Augustin 2014, ss. 112.
Jerzy Dadaczyński
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THE PHILOSOPHY OF INTUITIONIST MATHEMATICS

Advanced Engineering Research, 2006
The article covers the main problems of intuitionist mathematics which appeared in the late 19th century-early 20th century. Among them are the problems of existence in mathematics, the problem of substantiation of mathematics, epistemological methods of
S.I. MASALOVA
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THE PHILOSOPHY OF INTUITIONIST MATHEMATICS

Вестник Донского государственного технического университета, 2018
The article covers the main problems of intuitionist mathematics which appeared in the late 19th century-early 20th century. Among them are the problems of existence in mathematics, the problem of substantiation of mathematics, epistemological methods of
S.I. MASALOVA
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A Review on the History and Philosophy of Mathematics [PDF]

پژوهش‌نامۀ انتقادی متون و برنامه‌های علوم انسانی, 2018
The present article addresses the scientific content and structure of the book History and Philosophy of Mathematics, which is a compilation and academic book published by Payam Noor University Press.
Hasan Amini
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(Wittgenstein & Paraconsistência)

Principia: An International Journal of Epistemology, 2010
In classical logic, a contradiction allows one to derive every other sentence of the underlying language; paraconsistent logics came relatively recently to subvert this explosive principle, by allowing for the subsistence of contradictory yet non-trivial
João Marcos
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Sull’Infinito di Giordano Bruno (On the Infinite by Giordano Bruno)

Science & Philosophy
The notion of infinity and its atomistic counterpart are discussed in the framework of Giordano Bruno philosophy. The role played by mathematics is considered as well. Keywords: mathematics; atomism; philosophy of science; history of science; infinite. [
Luca Granieri
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