Examples of using Continuous functions in English and their translations into Bulgarian
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He proved strong results on continuous functions containing Sierpinski 's curve
A similar algorithm was later developed which allowed rational approximation of continuous functions defined on an interval.
He is perhaps best known for an important theorem on continuous functions which he proved in 1964.
Around this time he discovered conditions under which a function is a limit of a sequence of continuous functions.
Class 1 functions were those functions which were the limit of a sequence of continuous functions.
b] of continuous functions on it, f(x).
It consists of the set of all possible sequences of elements of X. In topology, one may attempt to put a topology on the space of continuous functions from a topological space X to another one Y.
took an important step towards giving precise conditions when the limit function of continuous functions is continuous. .
he completely solved Hilbert 's Thirteenth Problem in 1957 when he showed that Hilbert was wrong in asking for a proof that there exist continuous functions of three variables which could not be represented by continuous functions of two variables.
C"r(R) continuous function that has continuous first r derivatives.
Let be a continuous function such that Prove that there is such that.
In which u( t) is a continuous function.
Roughly, a continuous function is differentiable if its graph has no sharp"corners".
Where h is a continuous function.
Every continuous function is integrable.
This is a real valued continuous function.
Du Bois-Reymond published an example of a continuous function which is nowhere differentiable in 1875.
Any absolutely continuous function is uniformly continuous. .
Every absolutely continuous function is uniformly continuous and, therefore, continuous. .
So they don't give us a continuous function definition.