Examples of using Linear combination in English and their translations into Greek
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Medicine
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Computer
Nonlinearity is a relationship which cannot be explained as a linear combination of its variable inputs.
The Kronecker-Weber theorem therefore guarantees that the square root of five can be written as a rational linear combination of roots of unity.
Fourier's idea was to model a complicated heat source as a superposition(or linear combination) of simple sine
Moreover, this amounts to forming a linear combination of the columns of A that effectively involves only finitely many of them, whence the result
calculates a linear combination of these inputs, then outputs a 1 if the result is greater than some threshold and -1 otherwise.
that is a linear combination of Bernstein basis polynomials.
magnetic spectra and between their linear combination.
as a linear function of lower powers, which in turn can be decomposed all the way down to a linear combination of\(\varphi\\), and 1.
covariances as well as the coefficients in the linear combination, almost any continuous density can be approximated to arbitrary accuracy.
To see this it suffices to expand the determinant by multi-linearity in the columns into a(huge) linear combination of determinants of matrices in which each column is a standard basis vector.
that is a linear combination of Bernstein basis polynomials.
i.e. if an input is a weighted linear combination of different signals, the output is a similarly weighted linear combination of the corresponding output signals.
i.e. if an input signal is a weighted linear combination of different input signals, the output will be an equally weighted linear combination of the corresponding individual output signals.
i.e. if an input is a weighted linear combination of different signals, the output is a similarly weighted linear combination of the corresponding output signals.
as a linear function of lower powers, which in turn can be decomposed all the way down to a linear combination of φ{\displaystyle\varphi} and 1.
recall that by definition this means that every vector in the space can be written uniquely as a(finite) linear combination of basis vectors,
generates pay-offs that cannot be replicated as a finite linear combination of plain-vanilla options with a single underlying equity price,
that generate pay-offs that cannot be replicated as a finite linear combination of plain-vanilla options with a single underlying equity price,
Equivalently, it is given by finite linear combinations.
These linear combinations are also known as Bessel functions of the third kind;