Browsing by Keywords "Sampling"
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Accounting for parameter uncertainty in largescale stochastic simulations with correlated inputs
(Institute for Operations Research and the Management Sciences (I N F O R M S), 2011)This paper considers largescale stochastic simulations with correlated inputs having normaltoanything (NORTA) distributions with arbitrary continuous marginal distributions. Examples of correlated inputs include processing ... 
Application of signalprocessing techniques to reduce the errors related to the FDTD excitations
(2001)A study on the reduction of the errors related to the finitedifference timedomain (FDTD) excitations was performed by employing signalprocessing techniques. Planewave scattering problems were simulated. The improvements ... 
A aurvey of signal processing problems and tools in holographic threedimensional television
(Institute of Electrical and Electronics Engineers, 2007)Diffraction and holography are fertile areas for application of signal theory and processing. Recent work on 3DTV displays has posed particularly challenging signal processing problems. Various procedures to compute ... 
Automatic detection of compound structures by joint selection of region groups from a hierarchical segmentation
(Institute of Electrical and Electronics Engineers, 2016)A challenging problem in remote sensing image analysis is the detection of heterogeneous compound structures such as different types of residential, industrial, and agricultural areas that are composed of spatial arrangements ... 
DCT coding of nonrectangularly sampled images
(IEEE, 1994)Discrete cosine transform (DCT) coding is widely used for compression of rectangularly sampled images. In this letter, we address efficient DCT coding of nonrectangularly sampled images. To this effect, we discuss an ... 
Diffraction and holography from a signal processing perspective
(2006)The fact that plane waves are solutions of the Helmholtz equation in free space allows us to write the exact solution to the diffraction problem as a superposition of plane waves. The solution of other related problems can ... 
The effect of distribution of information on recovery of propagating signals
(Bilkent University, 201509)Interpolation is one of the fundamental concepts in signal processing. The analysis of the di fficulty of interpolation of propagating waves is the subject of this thesis. It is known that the information contained in a ... 
An efficient and accurate technique for the incidentwave excitations in the FDTD method
(Institute of Electrical and Electronics Engineers, 199806)An efficient technique to improve the accuracy of the finitedifference timedomain (FDTD) solutions employing incidentwave excitations is developed. In the separatefield formulation of the FDTD method, any incident wave ... 
Efficient computation of the ambiguity function and the Wigner distribution on arbitrary line segments
(IEEE, Piscataway, NJ, United States, 1999)Efficient algorithms are proposed for the computation of Wigner distribution and ambiguity function samples on arbitrary line segments based on the relationship of Wigner distribution and ambiguity function with the ... 
Finite representation of finite energy signals
(Bilkent University, 2011)In this thesis, we study how to encode finite energy signals by finitely many bits. Since such an encoding is bound to be lossy, there is an inevitable reconstruction error in the recovery of the original signal. We also ... 
Interpolating between periodicity and discreteness through the fractional Fourier transform
(IEEE, 2006)Periodicity and discreteness are Fourier duals in the same sense as operators such as coordinate multiplication and differentiation, and translation and phase shift. The fractional Fourier transform allows interpolation ... 
A multiresolution nonrectangular wavelet representation for twodimensional signals
(Elsevier, 1993)In this paper, a new multiresolution wavelet representation for twodimensional signals is described. This wavelet representation is based on a nonrectangular decomposition of the frequency domain. The decomposition can ... 
Optimal representation and processing of optical signals in quadraticphase systems
(Elsevier, 2016)Optical fields propagating through quadraticphase systems (QPSs) can be modeled as magnified fractional Fourier transforms (FRTs) of the input field, provided we observe them on suitably defined spherical reference surfaces. ... 
Reducing the dispersion errors of the finitedifference timedomain method for multifrequency planewave excitations
(Taylor & Francis, 2003)We demonstrate the applications of discretetime signalprocessing (SP) techniques for the purpose of generating accurate plane waves in the finitedifference timedomain (FDTD) method. The SP techniques are used either ... 
Sampling and series expansion theorems for fractional Fourier and other transforms
(Elsevier, 2003)The sampling and series expansion theorems for fractional Fourier transforms were analyzed. In addition to the fractional Fourier transform, the method can also be applied to the Fresnel, Hartley and scale transforms. The ... 
Signal processing issues in diffraction and holographic 3DTV
(Elsevier BV, 2007)Image capture and image display will most likely be decoupled in future 3DTV systems. Due to the need to convert abstract representations of 3D images to display driver signals, and to explicitly consider optical diffraction ... 
Signalprocessing techniques to reduce the sinusoidal steadystate error in the FDTD method
(IEEE, 200004)Techniques to improve the accuracy of the finitedifference timedomain (FDTD) solutions employing sinusoidal excitations are developed. The FDTD computational domain is considered as a sampled system and analyzed with ... 
A simulationbased support tool for datadriven decision making: Operational testing for dependence modeling
(Institute of Electrical and Electronics Engineers Inc., 2015)Dependencies occur naturally between input processes of many manufacturing and service applications. When the dependence parameters are known with certainty, the failure to factor the dependencies into decisions is well ... 
Some mathematical properties of the uniformly sampled quadratic phase function and associated issues in digital Fresnel diffraction simulations
(SPIE  International Society for Optical Engineering, 2004)The quadratic phase function is fundamental in describing and computing wavepropagationrelated phenomena under the Fresnel approximation; it is also frequently used in many signal processing algorithms. This function has ... 
Synthetic TEC mapping with kriging and random field priors
(2007)Total Electron Content (TEC) can be used for analyzing the variability of the ionosphere in space and time. In this study, spatial interpolation is implemented by Kriging and Random Field Priors (RFP), which are widely ...