Keywords: توابع موج موج اسکلتی; primary; 42C10; 65L70; secondary; 41A60; 65L15; Prolate spheroidal wave functions; Eigenvalues and eigenfunctions estimates; Spectral approximation; Sobolev spaces;
مقالات ISI توابع موج موج اسکلتی (ترجمه نشده)
مقالات زیر هنوز به فارسی ترجمه نشده اند.
در صورتی که به ترجمه آماده هر یک از مقالات زیر نیاز داشته باشید، می توانید سفارش دهید تا مترجمان با تجربه این مجموعه در اسرع وقت آن را برای شما ترجمه نمایند.
در صورتی که به ترجمه آماده هر یک از مقالات زیر نیاز داشته باشید، می توانید سفارش دهید تا مترجمان با تجربه این مجموعه در اسرع وقت آن را برای شما ترجمه نمایند.
Keywords: توابع موج موج اسکلتی; primary; 42C10; 65L70; secondary; 41A60; 65L15; Prolate spheroidal wave functions; Eigenvalues and eigenfunctions approximations; Asymptotic estimates;
Keywords: توابع موج موج اسکلتی; Prolate spheroidal wave functions; Bandlimited functions; Sampling; Bandlimited approximation;
Keywords: توابع موج موج اسکلتی; 41A10; 42C15; 65T99Almost time and band limited functions; Hermite functions; Legendre polynomials; Chebyshev polynomials; Ultraspherical polynomials; Prolate spheroidal wave functions
Keywords: توابع موج موج اسکلتی; Bandlimited functions; Prolate spheroidal wave functions; Quadratures; Interpolation
Adaptive radial basis function and Hermite function pseudospectral methods for computing eigenvalues of the prolate spheroidal wave equation for very large bandwidth parameter
Keywords: توابع موج موج اسکلتی; Pseudospectral; Prolate spheroidal wave functions; Hermite functions; Radial basis functions;
On hp-convergence of prolate spheroidal wave functions and a new well-conditioned prolate-collocation scheme
Keywords: توابع موج موج اسکلتی; Prolate spheroidal wave functions; Collocation method; Pseudospectral differentiation matrix; Condition number; hp-convergence; Eigenvalues
Certain upper bounds on the eigenvalues associated with prolate spheroidal wave functions
Keywords: توابع موج موج اسکلتی; Prolate spheroidal wave functions; Bandlimited functions; Eigenvalues
PSWF series of slowly growing functions
Keywords: توابع موج موج اسکلتی; Prolate spheroidal wave functions; Fourier transform; Distributions;
Regularized signal reconstruction for level-crossing sampling using Slepian functions
Keywords: توابع موج موج اسکلتی; Level-crossing sampling; Prolate spheroidal wave functions; Tikhonov regularization; Compressive sampling; Signal reconstruction
Asymptotic behaviors and numerical computations of the eigenfunctions and eigenvalues associated with the classical and circular prolate spheroidal wave functions
Keywords: توابع موج موج اسکلتی; Eigenvalues and eigenfunctions; Quadrature methods; Prolate spheroidal wave functions; WKB method; Asymptotic behavior; Bessel functions; Orthogonal polynomials;
An improved estimate of PSWF approximation and approximation by Mathieu functions
Keywords: توابع موج موج اسکلتی; Prolate spheroidal wave functions; Mathieu functions; Spectral approximation; Order of convergence;
The EPS method: A new method for constructing pseudospectral derivative operators
Keywords: توابع موج موج اسکلتی; Pseudospectral methods; Differentiation; Prolate spheroidal wave functions; Radial Laplacian; Wave propagation
Effective band-limited extrapolation relying on Slepian series and ℓ1ℓ1 regularization
Keywords: توابع موج موج اسکلتی; Band-limited extrapolation; Prolate spheroidal wave functions; Slepian series; Analytic continuation; Finite Fourier transform; ℓ1ℓ1 regularization; Sparse and compressible signals recovery
Semiconductor nanodevice simulation by multidomain spectral method with Chebyshev, prolate spheroidal and Laguerre basis functions
Keywords: توابع موج موج اسکلتی; Schrödinger equation; Semiconductor nanodevice modeling; Spectral method; Prolate spheroidal wave functions; Laguerre–Gaussian functions; Chebyshev polynomials
Reconstruction of nonuniformly sampled time-limited signals using prolate spheroidal wave functions
Keywords: توابع موج موج اسکلتی; Prolate spheroidal wave functions; Nonuniform sampling; Annihilating filter; Dimensionality reduction; Fractional Fourier transform
Pseudospectral method based on prolate spheroidal wave functions for semiconductor nanodevice simulation
Keywords: توابع موج موج اسکلتی; 02.60.-x; 02.70.Hm; 02.70.Jn; 03.65.GePseudospectral method; Prolate spheroidal wave functions; Schrödinger's equation; Quantum well; Chebyshev and Legendre polynomials
A new friendly method of computing prolate spheroidal wave functions and wavelets
Keywords: توابع موج موج اسکلتی; Sampling theory; Prolate spheroidal wave functions;
Wave propagation using bases for bandlimited functions
Keywords: توابع موج موج اسکلتی; Wave propagation; Prolate spheroidal wave functions; Bandlimited functions; Efficient operator representations; Matrix exponential; Spectral projectors; Acoustic wave equation;