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https://ieeexplore.ieee.org/document/931101/
This class of functions, which we call maximal-order-minimal-support functions (MOMS) is made of linear combinations of the B-spline of the same order and of its derivatives. We provide an explicit form of the MOMS that maximizes the approximation accuracy when the step-size is small enough.Cited by: 246
https://www.researchgate.net/publication/5602019_MOMS_Maximal-order_interpolation_of_minimal_support
MOMS: Maximal-order interpolation of minimal support. We consider the problem of interpolating a signal using a linear combination of shifted versions of a compactly-supported basis function phi(x). We first give the expression for the cases of phi's that have minimal support for a given accuracy (also known as "approximation order").
http://bigwww.epfl.ch/publications/blu0101.pdf
MOMS: Maximal-Order Interpolation of Minimal Support Thierry Blu, Member, IEEE, Philippe Thévenaz, and Michael Unser, Fellow, IEEE Abstract— We consider the problem of interpolating a signal using a linear combination of shifted versions of a compactly-sup-ported basis function ( ) . We first give the expression of the ’s
http://citeseerx.ist.psu.edu/viewdoc/summary?doi=10.1.1.24.8784
We first give the expression of the 's that have minimal support for a given accuracy (also known as "approximation order"). This class of functions, which we call maximal -order-minimal-support functions (MOMS) is made of linear combinations of the B-spline of same order and of its derivatives.
http://citeseerx.ist.psu.edu/viewdoc/summary?doi=10.1.1.68.5008
This class of functions, which we call maximal-order-minimal-support functions (MOMS) is made of linear combinations of the B-spline of same order and of its derivatives. We provide the explicit form of the MOMS that maximize the approximation accuracy when the step-size is small enough.
https://www.acronymfinder.com/Maximum-Order%2c-Minimum-Support-(interpolation-theory)-(MOMS).html
How is Maximum Order, Minimum Support (interpolation theory) abbreviated? MOMS stands for Maximum Order, Minimum Support (interpolation theory). MOMS is defined as Maximum Order, Minimum Support (interpolation theory) very rarely.
http://adsabs.harvard.edu/abs/2001ITIP...10.1069B
Title: MOMS: maximal-order interpolation of minimal support: Authors: Blu, T.; Thcvenaz, P.; Unser, M. Publication: IEEE Transactions on Image Processing, vol. 10 ...
https://cds.ismrm.org/ismrm-2007/files/01887.pdf
functions that give maximal order interpolation for a minimal amount of support (MOMS) [1], the four-point cubic interpolant and is well described in [2]. Due to the equivalent support, the compute time for both methods will be the same with exception of the additional pre-filtering step in the o-MOMS processing, which becomes negligible as
https://www.mathworks.com/matlabcentral/fileexchange/26301-o-moms-supersampling-routine
Apr 10, 2010 · MOMS (maximal-order-minimal-support) functions give the least number of supports for a given approximation order L. The stringent requirement of number of supports is critical to real-time signal processing, which is why sinc (the kernel that gives ideal reconstruction) is not used in practice.Reviews: 4
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