interpolation


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interpolation

 [in-ter″po-la´shun]
the determination of intermediate values in a series on the basis of observed values.
Miller-Keane Encyclopedia and Dictionary of Medicine, Nursing, and Allied Health, Seventh Edition. © 2003 by Saunders, an imprint of Elsevier, Inc. All rights reserved.

in·ter·po·la·tion

(in-tĕrpŏ-lāshŭn)
Surgical excision of tissue from one site for transfer to another site.
Medical Dictionary for the Dental Professions © Farlex 2012
References in periodicals archive ?
1 (a) shows the interpolation system using DCT-IF, where the coefficients of DCT-IF are weighted to enhance the edge information.
Wind speed at each stations were estimated by traditional Inverse Distance Weighted (IDW) interpolation method.
A two-dimensional virtual pixel interpolation has been tested on the ICX618 CCD raw image series for different resolutions.
Seasonal geoclimatic factor estimated from the procedure given in section 2 is used in interpolation and mapping of geoclimatic factor for the whole of Nigeria.
De l'interpolation a l'aide d'une fonction spline definie sur une partition quelconque.
A good interpolation polynomial needs to provide a relatively accurate approximation over an entire interval, and Taylor polynomials do not generally do this.
However, the study variables showed no spatial dependence or it was very weak (nugget effect value close to sill value), thus, only deterministic interpolation techniques were performed which were: Inverse distance weighting (IDW), Radial basis functions (RBF) and Local Polynomial interpolation (LPI).
The normal force-displacement curves for the Hertz theory, FEA, and interpolation are totally overlapped for elastic deformation, which is an excellent evidence of the validation of the interpolation method used in Figure 10.
We apply a particular parabolic interpolation distribution [[R[C.sup.n]].sub.i](x) [23], which can preserve mass conservation of the IPS.
The research aim of data interpolation of WSN is to complete the data space of the entire monitoring area by using the limited data of the acquisition node to estimate the data at the locations where sensors are deployed.
Lagrange's interpolation formula is also known as Lagrange's interpolating polynomial.