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Start Over Creator Ladislav Kvasz Rights policy:public Subject filozofie

2. O idealizácii v exaktných vedách

Creator:
Ladislav Kvasz
Type:
article, články, journal articles, model:article, and TEXT
Subject:
Filozofie, Husserl, Edmund, 1859-1938, McMullin, Ernan, 1924-2011, filozofie, philosophy, deformative idealization, Galilean idealization, 5, and 101
Language:
Czech
Description:
Filozofická analýza procesu idealizácie je rozvíjaná v dvoch nezávislých smeroch. V rámci analytickej filozofie vedy je idealizácia chápaná ako zjednodušenie či deformácia opisu určitého javu či prírodného zákona. V rámci fenomenologickej tradície je idealizácia chápaná ako kvantifikácia určitého fenoménu žitého sveta. Cieľom predkladanej state je obe tieto pojatia idealizácie stručne predstaviť a pokúsiť sa objasniť ich vzájomný vzťah. V závere state je načrtnuté tretie pojatie idealizácie, ktorému zatiaľ v literatúre nebola venovaná pozornosť., The philosophical analysis of the process of idealisation has developed in two independent directions. In the framework of analytical philosophy of science, idealisation is understood as a simplification or deformation of the description of a certain appearance or natural law. In the framework of the phenomenological tradition idealisation is understood as the quantification of a certain phenomenon of the life-world. The aim of this paper is to give an exposition of these two conceptions of idealisation and to attempt to clarify their mutual relation. In conclusion I sketch a third conception of idealisation which has not received attention in the literature., and Ladislav Kvasz.
Rights:
http://creativecommons.org/licenses/by-nc-sa/4.0/ and policy:public

3. Thalétova matematika v zrkadle Galileovej fyziky

Creator:
Ladislav Kvasz
Format:
print
Type:
article, články, journal articles, model:article, and TEXT
Subject:
Filozofie, Thalés, asi 624 př. Kr.-asi 548 př. Kr, filozofie, matematika, geometrie, philosophy, mathematics, geometry, the birth of mathematics, ancient geometry, idealization, 5, and 101
Language:
Czech
Description:
The aim of this article is to sketch a certain method of indirect reconstruction of the process by which mathematics as a deductive discipline emerged in ancient Greece. We try out this method in a reconstruction of Thales' mathematics, but the main aim for which this method has been developed is the work of Pythagoras. We consider the process of the emergence of mathematics as a process of the constitution of a new language in the framework of which one can carry out deductive proofs. Therefore we base the method of indirect reconstruction of the emergence of mathematics on the theoretical findings in the book L. Kvasz: Vedecká revolúcia ako lingvistická událosť (The Scientific Revolution as a linguistic event, Prague, Filosofia 2013)., Ladislav Kvasz., and Obsahuje poznámky a bibliografii
Rights:
http://creativecommons.org/licenses/by-nc-sa/4.0/ and policy:public