complex coefficients造句
造句與例句
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- Taking the Fourier transform produces " N " complex coefficients.
- A similar bound also due to Lagrange holds for a polynomial with complex coefficients.
- In the theory of algebraic equations Froda proved a method of solving algebraic equations having complex coefficients.
- The superposition principle guarantees that any state can be written as a combination of states of this form with complex coefficients.
- The XPIC algorithm multiplies the " X " by a complex coefficient and then adds it to the received " C ".
- According to the fundamental theorem of algebra all solutions of equations in one unknown with complex coefficients are complex numbers, regardless of degree.
- Therefore, every cubic equation with complex coefficients has some complex root, which is a particular case of the fundamental theorem of algebra.
- The fundamental theorem of algebra states that for each polynomial with complex coefficients there are as many roots as the degree of the polynomial.
- The Fourier transform of a periodic function,, with period, becomes a Dirac comb function, modulated by a sequence of complex coefficients:
- With the intention of demonstrating them, Torres also built a machine for solving a second-order equation with complex coefficients, and an integrator.
- It's difficult to see complex coefficients in a sentence. 用complex coefficients造句挺難的
- In quantum mechanics, a phase factor is a complex coefficient e i " ? " that multiplies a bra \ langle \ phi |.
- In abstract algebra, the complex numbers are an example of an algebraically closed field, meaning that every polynomial with complex coefficients can be compatible with field operations.
- It was the first complete and rigorous proof of the theorem, and was also the first proof to generalize the fundamental theorem of algebra to include polynomials with complex coefficients.
- Mathematically, a statistical mixture is not a combination using complex coefficients, but rather a combination using real-valued, positive probabilities of different states \ Phi _ n.
- In the case of formal power series with complex coefficients, the complex powers are well defined at least for series " f " with constant term equal to 1.
- In most cases ( polynomials in finitely many variables with complex coefficients or, more generally, coefficients over any field, for example ), Gr鯾ner bases exist for any monomial ordering.
- Additionally, it is not fundamental for modern algebra; its name was given at a time when the study of algebra was mainly concerned with the solutions of polynomial equations with real or complex coefficients.
- This is enough to establish the theorem in the general case because, given a non-constant polynomial " p " ( " z " ) with complex coefficients, the polynomial
- Similar to a Fourier series, the DTFT of a periodic sequence,, with period, becomes a Dirac comb function, modulated by a sequence of complex coefficients ( see DTFT / Periodic data ):
- If we restrict ourselves to complex coefficients, we can consider the ring of power series in one variable that " converge " in a neighborhood of 0 ( with the neighborhood depending on the power series ).
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