Improved linear interpolation practice for ynite-volume schemes on complex grids. International Journal for Numerical Methods in Fluids 2002; 38(7):625-645.Lehnhauser T, Schafer M. Improved linear interpolation
Interpolation, bases, multipliers B. A. Taylor, N. K. Nikol'skii, S. A. Vinogradov, J. Bruna, N. A. Shirokov, A. F. Leontiev et al. Pages 563-588 Entire, meromorphic and subharmonic functions M. I. Kadec, James Langley, Lee A. Rubel, A. A. Gol'Dberg, A.È. Erëmenko...
Interpolation, bases, multipliers N. K. Nikolski Pages 259-294 Entire and subharmonic functions. A. A. Goldberg, B. Ya. Levin, I. V. Ostrovskii Pages 295-338 ℂn L. A. Aizenberg Pages 339-382 Geometric function theory P. Duren ...
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linear interpolation is a method used in data analysis to estimate values between known data points. it assumes a linear relationship between the points and uses straight lines to approximate the missing values. by calculating the slope and intercept between adjacent data points, you can interpolate...
9 Complex interpolation10 Real interpolation11 The Hilbert transform, and Hilbert's inequalities12 Khintchine's inequality13 Hypercontractive and logarithmic Sobolev inequalities14 Hadamard's inequality15 Hilbert space operator inequalities16 Summing operators17 Approximation numbers and eigenvalues18 Grothendieck'...
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1. A fractional decimator with linear interpolation comprising: a first parallel-to-serial converter configured to receive a first portion of an input signal, the first parallel-to-serial converter to produce a first bit-serial data stream; ...
various sample-rate conversions. Up-sampling occurs when the output rate exceeds the input rate, while down-sampling occurs when the output rate is less than the input rate. Simple rate conversions such as 8 to 32 KHz are not shown; only those complex conversions having large common multiples...