The gift is the single largest in the school's 95+ year history and brings the total raised for Transform to
more than $9 million.
Watugala, "Sumudu Transform--a new integral Transform to
solve differential equations and control engineering problems," International Journal of Mathematical Education in Science and Technology, vol.
We also highlighted that the contourlet transform, with the help of its double filter banks consisting of LP and DFB, is able to cater not only for multi- resolution, localization, and critical sampling but also for directionality and anisotropy, hence making it more appropriate transform to
be used for iris feature extraction as compared to the wavelet transform.
Literature  adopted wavelet transform to extract rotation invariant texture features, but with this algorism, only approximate rotation invariant features could be obtained.
In order for Contourlet transform to be translation invariant, Cunhua proposed a nonsubsampled Contourlet transform .
Like the method based on Log-Polar and DT-CWT, the first step of the method proposed in this paper made use of Log-Polar transform to turn the image rotation into translation.
The application of curvelet transform to the data analysis from GPR has been done for two cases: synthetic data generated in GprMax software  and experimental data.
The article presents the application of curvelet transform to the analysis of GPR images received from synthetic and experimental data.
Solution: take Aboodh transform to this equation gives
 G.K.watugala, simudu transform- anew integral transform to Solve differential equation and control engineering problems.Math Engrg Induct.6 (1998), no 4, 319-329.
It is natural to combine wavelet and Contourlet as the joint sparsifying transform to produce more physically plausible solutions instead of using either of them individually .
The combination of the wavelet and the Contourlet transform is employed instead of the single transform to preserve the abundant geometric information.
Then, we make use of auto correlation / convolution property of Fourier transform to obtain time domain expression of triangular band limited pulse.
And when AY = 1, then t = 1/T and the product of sinc and cos functions simply reduces toWe'll apply here the definition of inverse Fourier transform to find out the corresponding pulse in time domain.
COMPARISON THE PROPOSED WALSH TRANSFORM TO
PREVIOUS METHODS FOR VARIOUS XILINX VIRTEX SERIES (WI=8).