Eksempler på brug af Axiomatic på Engelsk og deres oversættelser til Dansk
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was a major influence in promoting the axiomatic approach to mathematics which has been one of the major characteristics of the subject throughout the 20th century.
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His mathematics was not rigorous(it could not be as the mathematical techniques necessary to make it so had not been developed e.g. measure theory and axiomatic probability) although, his results were basically correct.
In Axiomatic, the game of intense space combat,
followed immediately(on page 2) by the axiomatic definition of abstract Hilbert space.
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In 1958 Bernays published Axiomatic Set Theory in which he brought together all his work on the axiomatisation of set theory.
the Dirichlet integral took Beurling to a global axiomatic theory called the theory of Dirichlet spaces for complex functions.
I regard that as axiomatic in our culture, and I believe it to be a human rights issue where there is no room for compromise.
In 1908 Zermelo published his axiomatic system despite his failure to prove consistency.
Hilbert had him work on axiomatic methods and the classification of mathematics into levels.
This was the most significant development in our understanding of axiomatic systems since Euclid.
Another area of interest to Church was axiomatic set theory.
This axiomatic system gives a newer approach to the problem which had been tackled by Hilbert in Grundlagen der Geometrie.
He proved fundamental results about axiomatic systems, showing in any axiomatic mathematical system there are propositions that cannot be proved
Either the reason is predicated on a series of sub-reasons leading to regression or it tracks back to axiomatic statements, or it's ultimately circular i.e.,
Freudenthal studied the relation between axiomatic mathematics and reality,
Welcome to the universe of Axiomatic, where the lonely echoes of infinite space are shattered by an epic battle between robotic machines of war.
We are obliged to apply Herr Dühring's axiomatic method conscientiously, and it is not
Since Euclid 's axiomatic formulation of geometry mathematicians had been trying to prove his fifth postulate as a theorem deduced from the other four axioms.