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A Z-Number Valued Regression Model and its Application
Intelligent Automation and Soft Computing, 2018AbstractRegression analysis is widely used for modeling of real-world processes in various fields. It should be noted that information relevant to real-world processes is characterized by imprecision and partial reliability. This involves combination of fuzzy and probabilistic uncertainties. Prof.. L.
Lala M. Zeinalova +2 more
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zAAPs and zIIPs: Increasing the strategic value of System z
IBM Journal of Research and Development, 2007With the addition of IBM System zTM application assist processors (zAAPs) and integrated information processors (zIIPs) to the portfolio of special-purpose IBM System z processors, the reinvention of the IBM mainframe continues. Jointly, zAAPs and zIIPs provide significant IBM System z9TM integrated and cost-effective processing cycles for today's ...
Les W. Wyman +5 more
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Multimode fiber with z-dependent α-value
Applied Optics, 1979The width of the impulse response of multimode fibers with power law index profiles depends on the alpha-value of the power law exponent. For constant alpha, optimum pulse width is achievable only in a very narrow range of values centered around alpha = 2 - (12/5)Delta.
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Appendix 4: F0 values, Z values, Lv values and D values
1998The above parameter values are used by food technologists in quantifying the properties of heat treatment processes for foods.
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Asymptotic expansion of the Whittaker's function W,((z) for large values of k, m, z
Journal of the Franklin Institute, 1953Abstract The present paper investigates some special cases of the asymptotic behavior of the Whittaker function, Wk,m(n)(z) for large values of the parameters (k, m) and the independent variable of the function (z), all of which depend on an eigenvalue (n) which increases indefinitely.
Chieh-Chien Chang +2 more
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The z-Transform for Initial Value Problems
1996In the previous two chapters we investigated various boundary value problems associated with difference equations. In the process, we developed discrete transforms which are compatible with each kind of boundary value problem. This included the discrete Fourier transform (DFT) of Chapter 4 for periodic boundary conditions, the discrete sine transform ...
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