نتایج جستجو برای: wavelet thresholding

تعداد نتایج: 44705  

2007
Naveed Sarfraz Khattak

In this paper we introduced new wavelet based algorithm for speckle reduction of synthetic aperture radar images, which uses combination of undecimated wavelet transformation, wiener filter (which is an adaptive filter) and mean filter. Further more instead of using existing thresholding techniques such as sure shrinkage, Bayesian shrinkage, universal thresholding, normal thresholding, visu thr...

2011
Rajesh Kumar Rai Trimbak R. Sontakke

Removing noise from the original signal is still a challenging problem for researchers. Wavelet transforms enable us to represent signals with a high degree of scarcity. Wavelet thresholding is a signal estimation technique that exploits the capabilities of wavelet transform for signal denoising. The aim of this paper was to study various thresholding techniques such as SureShrink, VisuShrink a...

2012
B. N. JAGADALE

The de-noising is a challenging task in the field of signal and image processing. Any natural image corrupted by gussian noise can be de-noised using wavelet method. Wavelet-based image denoising is an important technique in the area of image noise reduction. Wavelets have their natural ability to represent images in a very sparse form which is the foundation of wavelet-based denoising through ...

2007
Naveed Sarfraz Khattak

In this paper we introduced new wavelet based algorithm for speckle reduction of synthetic aperture radar images, which uses combination of undecimated wavelet transformation, wiener filter (which is an adaptive filter) and mean filter. Further more instead of using existing thresholding techniques such as sure shrinkage, Bayesian shrinkage, universal thresholding, normal thresholding, visu thr...

Journal: :Fluids 2021

A short review of wavelet-based adaptive methods for modeling and simulation incompressible turbulent flows is presented. Wavelet-based computational approaches different fidelities are recast into an integrated hierarchical eddy-capturing turbulence framework. The wavelet threshold filtering procedure the associated wavelet-filtered Navier–Stokes equations briefly discussed, along with colloca...

1995
Prem Goel Brani Vidakovic

Discrete wavelet transformations have became indispensable analytical tools in data compression and data denoising. In this paper we give some empirical accounts of wavelet transformations and propose novel thresholding and wavelet selection methods. This is achieved via connections with measures of inequality, that have been used in economics for a long time. We compare our methods with standa...

Journal: :IEEE transactions on image processing : a publication of the IEEE Signal Processing Society 1998
S. Grace Chang Bin Yu Martin Vetterli

The method of wavelet thresholding for removing noise, or denoising, has been researched extensively due to its effectiveness and simplicity. Much of the literature has focused on developing the best uniform threshold or best basis selection. However, not much has been done to make the threshold values adaptive to the spatially changing statistics of images. Such adaptivity can improve the wave...

1998
Vasily Strela Andrew Walden

The method of signal denoising via wavelet thresholding was popularised by Donoho and Johnstone (1994, 1995) and is now widely applied in science and engineering. It is based on thresholding of wavelet coefficients arising from the standard scalar orthogonal discrete wavelet transform (DWT). Recently this approach has been extended to incorporate thresholding coefficients arising from the discr...

Journal: :Speech Communication 2006
Yasser Ghanbari Mohammad Reza Karami-Mollaei

In this paper, we propose a new speech enhancement system using the wavelet thresholding algorithm. The basic wavelet thresholding algorithm has some defects including the assumption of white Gaussian noise (WGN), malfunction in unvoiced segments, bad auditory quality, etc. In the proposed system, we introduce a new algorithmwhich does not require any voiced/ unvoiced detection system.Also, in ...

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