this paper presents a new coding method for image compression based on jpeg2000 and contourlet transform. jpeg2000 standard is a common standard that uses discrete wavelet transform (dwt) in the compression process. the main problems of dwt are failure to detect curved edges in image and its shortage representation of the ridge and furrow patterns which cause deficiency and block artifacts rema...

with the increase of communication and financial transaction through internet, on-line signature verification is an accepted biometric technology for access control and plays a significant role in authenticity and authorization in modernized society. therefore, fast and precise algorithms for the signature verification are very attractive. the goal of this paper is modeling of velocity signal t...

there are a variety of electrocardiogram (ecg) based methods to detect myocardial infarction (mi) patients. this study used the signal averaged electrocardiogram (saecg) and its wavelet coefficient as an index to detect mi. orthogonal leads signals from 50 acute myocardial infarction (ami) and 50 healthy subjects were selected from the national metrology institute of germany (ptb diagnostic dat...

Digital image watermarking is the insertion of watermarks into digital media. Several types methods used are Discrete Cosine Transform (DCT) and Fourier (DFT). Both these work in frequency domain (transform). using carried out on coefficient. This study 30 data as material for watermaking analysis with 10 each binary, grayscale color images jpg, png bmp formats. binary domains conversions from ...

one of the most common signals used for achieving high range resolution in radar is stepped-frequency signals. when a target is stationary in these radars, dft (discrete fourier transform) based processing is used to attain high range resolution profile (hrrp). however, in the case of moving target, due to spreading of the echo signal spectrum, dft based processing is not optimal and decreases ...

The classical Weierstrass transform is an isometric operator mapping elements of the weighted L 2 − space ( R , exp x / ) to Fock space. It has numereous applications in physics and applied mathematics. In this paper, we define analogue version discrete Hermitian Clifford analysis, where functions are defined on a grid rather than continuous This new based definition, combination with Gaussian ...