Sentence examples for reconstructing functions from inspiring English sources

It is indeed concerned with reconstructing functions on a basis of certain functional information, which are linear in many cases.

The points ({lambda_{k}}_{k=1}^{infty}), which are for practical reasons preferred to be real, will be called the sampling points and the functions ({S_{k}(lambda)}_{k=1}^{infty}) are called the sampling (reconstructing) functions.

The second part deals with utilizing this theorem for signal recovery from nonuniform samples, and an efficient way of computing images of reconstructing functions for signal recovery is discussed.

From these reconstructed functions, one representative sample is obtained to estimate the vector of functional parameters.

Using TFA profiles deduced by NCA and gNCA, we are now in a position to assign transcription factor functions and reconstruct functional interactions between transcription factors.

The sharp interface representation is achieved by temporarily reconstructing distance functions from volume fractions.

Both, understanding and reconstructing its functions has always been an important topic for researchers from medical and technical background.

The consecutive scheme of reconstructing the functions characterizing the instantaneous and long-termed modules, for inhomogeneous orthotropic viscoelastic layer whose properties continuously vary through a thickness is proposed.

We generalize the Inverse Polynomial Reconstruction Method (IPRM) for mitigation of the Gibbs phenomenon by reconstructing a function from its m lowest Fourier coefficients as an algebraic polynomial of degree at most n−1(m⩾n).

Telltale heart It takes all night on an 18-processor computer to simulate one second of a complete beating heart, reconstructing the function down to the cellular level, so Noble is looking forward to having access to a 10-petaflop supercomputer - the equivalent to about 5,000 consumer PCs - being developed by Fujitsu.

We study the problem of reconstructing a function on a manifold satisfying some mild conditions, given data of the values and some derivatives of the function at arbitrary points on the manifold.