Intuicja w dydaktyce matematyki

The very idea of extremal axioms may be also related to the notion of an intended model of a theory which is of considerable importance in the general methodology of the

The research topics 1 and 2 should be investigated in the first year of the project. The research will be conducted by the author of the project. The research will be conducted by

a minimal model axiom (e.g. Fraenkel’s Restriction Axiom) a maximal model axiom (e.g. Hilbert’s Completeness Axiom) a minimal structure axiom (e.g. axioms for successor function)

Publication supported by the National Science Center research grant 2015/17/B/HS1/02232.. Jerzy Pogonowski (MEG) Myślenie matematyczne JP — Publications 2

Wypełnij przestrzeń trójwymiarową całkowicie: okręgami oraz jedną prostą przechodzącą przez ograniczane przez nie koła, przy?. dodatkowym założeniu, że każde dwa okręgi

The work on this text has been sponsored by the National Scientific Center research grant 2015/17/B/HS1/02232 Extremal axioms: logical, mathematical and cogni-

Our course Mathe- matical Puzzles is attended mainly by the students of cognitive science, accidentally also by some students of linguistics.. We are preparing a text Odyssey of

Jerzy Pogonowski (MEG) Paradoksy a Intuicja 7 IV 2008 18 / 30... Krótki przegląd paradoksów