Examples of using Frege in English and their translations into Danish
{-}
-
Colloquial
-
Official
-
Medicine
-
Financial
-
Ecclesiastic
-
Official/political
-
Computer
After setting his agenda at the start of the Grundlagen, Frege looked at the contributions made by previous mathematicians to two fundamental questions.
After a summary of the earlier developments(up to the Zermelo system), the Frege- Russell thesis,
He introduced the notion of'logical consequence' which provided a logic closer to mathematical reasoning than the systems proposed by Frege, Russell and Hilbert.
Now Frege axiomatized arithmetic with an intuitive collection of axioms,
Frege and his wife did adopt a son,
In 1923 Frege came to the conclusion that the aim he had set himself throughout most of his career,
After setting his agenda at the start of the Grundlagen, Frege looked at the contributions made by previous mathematicians to two fundamental questions:
in the later volumes Frege intended to extend the work to the real numbers.
In 1879 Frege published his first major work Begriffsschrift,
After many letters between the two, Frege modified one of his axioms
When Frege went to the University of Jena in 1869 it was a politically changed Europe,
Like Gottlob Frege, Russell's basic idea for defending logicism was that numbers may be identified with classes of classes
In fact this is far from the truth and one must view Frege as the person who made one of the most important contributions to the foundations of mathematics that has ever been made.
While Volume 2 of The Basic Laws of Arithmetic was at the printers Frege received a letter(on 16 June 1902)
Both Thomae and Frege spent the rest of their careers at Freiburg.
Gottlob Frege's parents were Alexander Frege and Auguste Bialloblotzky. Alexander Frege was the
26 July 1925 Bad Kleinen, Germany Presentation Wikipedia Gottlob Frege's parents were Alexander Frege and Auguste Bialloblotzky.
Appeared in which Frege set up a formal logical system with more rules of inference than that of his earlier work the Begriffsschrift.
For the implication A B, Frege used a notation which was placed across two lines with A being written on the line below B.
In this work Frege presented for the first time what we would recognise today as a logical system with negation,