Pages that link to "Item:Q2236715"

The following pages link to Reproducing kernel functions based univariate spline interpolation (Q2236715):

Displaying 20 items.

• Synchronized reproducing kernel interpolant via multiple wavelet expansion (Q1129570) (← links)
• A stable and efficient technique for linear boundary value problems by applying kernel functions (Q2058397) (← links)
• A reproducing kernel method for nonlinear C-q-fractional IVPs (Q2060829) (← links)
• A kernel regression approach for identification of first order differential equations based on functional data (Q2077031) (← links)
• Lobatto-reproducing kernel method for solving a linear system of second order boundary value problems (Q2103090) (← links)
• Model recovery for multi-input signal-output nonlinear systems based on the compressed sensing recovery theory (Q2125313) (← links)
• A broken reproducing kernel method for the multiple interface problems (Q2167405) (← links)
• A novel kernel functions algorithm for solving impulsive boundary value problems (Q2171145) (← links)
• Reproducing kernel Hilbert space method for optimal interpolation of potential field data (Q4503301) (← links)
• Interpolation with variably scaled kernels (Q5174185) (← links)
• On spline approximation with a reproducing kernel method (Q5407775) (← links)
• Auxiliary model-based iterative estimation algorithms for nonlinear systems using the covariance matrix adaptation strategy (Q6040445) (← links)
• New collocation approaches based on reproducing kernel functions for second order nonlinear boundary value problems (Q6052211) (← links)
• Filtering‐based multi‐innovation recursive identification methods for input nonlinear systems with piecewise‐linear nonlinearity based on the optimization criterion (Q6053746) (← links)
• Overall recursive least squares and overall stochastic gradient algorithms and their convergence for feedback nonlinear controlled autoregressive systems (Q6063758) (← links)
• Modeling nonlinear systems using the tensor network B‐spline and the multi‐innovation identification theory (Q6069269) (← links)
• Auxiliary model‐based recursive least squares algorithm for two‐input single‐output Hammerstein output‐error moving average systems by using the hierarchical identification principle (Q6069288) (← links)
• Generalized continuous mixed <i>p</i>‐norm based sliding window algorithm for a bilinear system with impulsive noise (Q6090194) (← links)
• An accurate numerical technique for fractional oscillation equations with oscillatory solutions (Q6188918) (← links)
• Regularized kernel function methods for the backward heat conduction problem (Q6592477) (← links)