Examples of using Polynomials in English and their translations into Bulgarian
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Prove that there are real polynomials that.
The fundamental theorem of symmetric polynomials.
These are now called the Appell polynomials.
The mathematicians showed that even very complicated polynomials have just a finite number of solutions.
Valuation Ideals in Rings of Polynomials in Two Variables.
I think you get the idea of how to do these derivatives of polynomials.
Welcome to the video on the Taylor Theorem and Taylor polynomials.
Once again, neither of these are polynomials.
qn are the Bessel polynomials.
Other isolated instances of orthogonal polynomials occurring in the work of various mathematicians is mentioned later.
The utility recognizes polynomials, algebraic equations,
orthogonal polynomials and Lamé functions.
matrices, and polynomials.
In this video, we're going to learn to divide polynomials, and sometimes this is called algebraic long division.
Geronimus has pointed out that in his first paper on orthogonal polynomials, Chebyshev already had the Christoffel- Darboux formula.
if you were essentially to write them as polynomials, each of them looks like it's almost like part of e to the x, right?
In the new work, this geometric space represents all polynomials of a given degree for a given finite field.
October 1- He publishes a result on the number of solutions of polynomials with coefficients in finite fields.
matrices, polynomials, differential equations, etc.
October 1 he published a result on the number of solutions of polynomials with coefficients in a limited field.