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Transient Behavior of Regulated Brownian Motion, I: Starting at the Origin
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The Least Variable Phase Type Distribution is Erlang
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On the Phase-Type Approximations of General Distributions
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Altiok, T.1
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84958321911
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The Phase Concept: Approximation of Measured Data and Performance Analysis
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W. Bux, and U. Herzog, “The Phase Concept: Approximation of Measured Data and Performance Analysis,” Computer Performance
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Computer Performance
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Bux, W.1
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84958321912
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Editors, North Holland
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Chandy, K. M., and Reiser, M., Editors, North Holland, 1977.
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Chandy, K.M.1
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On the Canonical Representation of Homogeneous Markov Processes Modelling Failure-Time Distributions
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A. Cumani, “On the Canonical Representation of Homogeneous Markov Processes Modelling Failure-Time Distributions,” Microelectronics and Reliability, Vol. 22, 1982, 583-602.
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Cumani, A.1
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Matching Moments to Phase Distributions: Nonlinear Programming Approaches
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School of Industrial Engineering, Purdue University
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Johnson, M.A.1
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Matching Moments to Phase Distributions: Density Function Shapes
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School of Industrial Engineering, Purdue University
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M. A. Johnson, and M. R. Taaffe, “Matching Moments to Phase Distributions: Density Function Shapes,” Research Memorandum No. 88-11, School of Industrial Engineering, Purdue University, 1988.
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Johnson, M.A.1
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9
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33747400513
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The Denseness of Phase Distributions
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School of Industrial Engineering, Purdue University
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Johnson, M.A.1
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84958321914
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Tchebycheff Systems and Moment Spaces in a Probability Context
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School of Industrial Engineering, Purdue University
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M. A. Johnson, and M. R. Taaffe, “Tchebycheff Systems and Moment Spaces in a Probability Context,” Research Memorandum No. 88-21, School of Industrial Engineering, Purdue University, 1988.
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Research Memorandum No. 88-21
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Johnson, M.A.1
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11
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84958321915
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Error Bounds for Queueing Performance Measure Approximations Based on Moment Matching
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School of Industrial Engineering, Purdue University
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M. A. Johnson, and M. R. Taaffe, “Error Bounds for Queueing Performance Measure Approximations Based on Moment Matching, Research Memorandum No. 88-22, School of Industrial Engineering, Purdue University, 1988.
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Research Memorandum No. 88-22
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Johnson, M.A.1
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13
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0021177507
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On Approximations for Queues, II: Shape Constraints
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January
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J. G. Klincewicz, and W. Whitt, “On Approximations for Queues, II: Shape Constraints,” AT&T Bell Labs Tech Journal, Vol. 63, No. 1, 139-161, January, 1984.
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AT&T Bell Labs Tech Journal
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Klincewicz, J.G.1
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14
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0011372035
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Second Edition, MacMillan Publishing Co., New York
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B. Kolman, Elementary Linear Algebra, Second Edition, MacMillan Publishing Co., New York, 1977.
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Elementary Linear Algebra
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84958321916
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An Experimental Evaluation of the Matrix-Geometric Method for the GI/PH/1 Queue
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to appear.
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V. Ramaswami and G. Latouche, “An Experimental Evaluation of the Matrix-Geometric Method for the GI/PH/1 Queue,” Commun. Statist.—Stochastic Models, to appear.
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Commun. Statist.—Stochastic Models
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Ramaswami, V.1
Latouche, G.2
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18
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0019900567
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Approximating a Point Process by a Renewal Process, I: Two Basic Methods
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Jan.-Feb.
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W. Whitt, “Approximating a Point Process by a Renewal Process, I: Two Basic Methods,” Operations Research, Vol. 30, No. 1, Jan.-Feb., 1982, 125-147.
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Operations Research
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Whitt, W.1
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19
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0021195340
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On Approximations for Queues, I: Extremal Distributions
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January
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W. Whitt, “On Approximations for Queues, I: Extremal Distributions,” AT&T Bell Labs Technical Journal, Vol. 63, No. 1, January, 1984, 115-138.
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Whitt, W.1
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20
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0021138306
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On Approximations for Queues, III: Mixtures of Exponential Distributions
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January
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W. Whitt, “On Approximations for Queues, III: Mixtures of Exponential Distributions,” AT&T Bell Labs Tech Journal, Vol. 63, No. 1, January 1984, 163-175.
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Whitt, W.1
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