complex valued function造句
例句與造句
- The family of spaces ( consisting of complex valued functions ) behaves well under complex interpolation.
- When dealing with Fourier series, what comes out is a complex valued function of one integer variable.
- Many complex valued functions with an attractor at the origin define a fractal when this aspect of their orbits'behavior is categorized.
- is a complex valued function of the two spatial coordinates and, and other " real " variables associated with the system.
- Into that one, you put a complex valued function of one real variable and out you get another complex valued function of another real variable.
- It's difficult to find complex valued function in a sentence. 用complex valued function造句挺難的
- Into that one, you put a complex valued function of one real variable and out you get another complex valued function of another real variable.
- A complex valued functions does not have a minimum, because " a " 2 has a minimum value for " x " = 0.
- Since the optical transfer function ( OTF ) is defined as the Fourier transform of the point-spread function ( PSF ), it is generally speaking a complex valued function of spatial frequency.
- In mathematical literature, kernels are usually complex valued functions, but in this article we assume real-valued functions, which is the common practice in machine learning and other applications of p . d . kernels.
- However, the study of the complex valued functions may be easily reduced to the study of the real valued functions, by considering the real and imaginary parts of the complex function; therefore, unless explicitly specified, only real valued functions will be considered in this article.
- Feature set was based on TI-36X II, but without unit conversions and constants, base calculations, boolean algebra, complex value functions ( abs now only works in real numbers ), integral calculation, engineering notation display modes, gradian angle mode, percentage sign, three 2-variable statistic modes ( logarithmic, exponent, power ), hyperbolic trigonometry.
- The Inverse Conjecture for vector spaces over a finite field \ mathbb F asserts that for any \ delta > 0 there exists a constant c > 0 such that for any finite dimensional vector space " V " over \ mathbb F and any complex valued function f on V, bounded by " 1 ", such that \ Vert f \ Vert _ { U ^ { d } [ V ] } \ geq \ delta, there exists a polynomial sequence P \ colon V \ to \ mathbb { R } / \ mathbb { Z } such that