Erik A. van Doorn

发表

Connectivity of circulant digraphs

Erik A. van Doorn, E. A. Doorn, 1986, J. Graph Theory.

Quasi-stationary distributions for discrete-state models

Erik A. van Doorn, Philip K. Pollett, P. Pollett, 2013, Eur. J. Oper. Res..

Some Aspects of the Peakedness Concept in Teletraffic Theory

Erik A. van Doorn, 1986, J. Inf. Process. Cybern..

Analysis of a Queuing Model for Slotted Ring Networks

Bart van Arem, Erik A. van Doorn, 1990, Comput. Networks ISDN Syst..

Traffic modeling in a reconfigurable broadband nomadic computing environment

A. M. J. Koonen, Erik A. van Doorn, Diptish Dey, 2002, Perform. Evaluation.

On the Overflow Process from a Finite Markovian Queue

Erik A. van Doorn, E. A. Doorn, 1984, Perform. Evaluation.

Blocking probabilities in a loss system with arrivals in geometrically distributed batches and heterogeneous service requirements

Erik A. van Doorn, Frans J. M. Panken, 1993, TNET.

Analysis of a single-server queue interacting with a fluid reservoir

Ivo J. B. F. Adan, Werner R. W. Scheinhardt, Jacques Resing, 1998, Queueing Syst. Theory Appl..

Corrigendum to "Representations for the extreme zeros of orthogonal polynomials" [J. Computational Applied Mathematics 233 (2009) 847-851]

Alexander I. Zeifman, Erik A. van Doorn, Nicky D. van Foreest, 2013, J. Comput. Appl. Math..

Convexity of Functions which are Generalizations of the Erlang Loss Function and the Erlang Delay Function

Erik A. van Doorn, A. A. Jagers, Erik A. van Doorn, 1991, SIAM Rev..

Connectivity of Ci rcu la n t Dig

Erik A. van Doorn, 1986 .

Spectral properties of birth-death polynomials

Erik A. van Doorn, 2015, J. Comput. Appl. Math..

Proofs for some conjectures of Rajaratnam and Takawira on the peakedness of handoff traffic

Erik A. van Doorn, An T. K. Ta, 2003, IEEE Trans. Veh. Technol..

Queueing analysis of a discrete closed-loop conveyor with service facilities

Bart van Arem, Erik A. van Doorn, T. M. J. Meijer, 1989, Queueing Syst. Theory Appl..

On the speed of convergence to stationarity of the Erlang loss system

Alexander I. Zeifman, Erik A. van Doorn, 2009, Queueing Syst. Theory Appl..

Convexity of Functions Which are Generalizations of the Erlang Loss Function and the Erlang Delay Function

Erik A. van Doorn, A. A. Jagers, 1990, SIAM Rev..

Estimating Time Congestion from Traffic Parameters

Erik A. van Doorn, B. Sanders, 1987, IEEE Trans. Commun..

A Note on Delbrouck's Approximate Solution to the Heterogeneous Blocking Problem

Erik A. van Doorn, 1984, IEEE Trans. Commun..

Representations for the extreme zeros of orthogonal polynomials

Alexander I. Zeifman, Erik A. van Doorn, Nicky D. van Foreest, 2009, J. Comput. Appl. Math..

Birth-death processes and associated polynomials

Erik A. van Doorn, E. A. Doorn, 2003 .

Quasi-stationary distributions for reducible absorbing Markov chains in discrete time

Erik A. van Doorn, Philip K. Pollett, 2008 .

Conditions for the existence of quasi-stationary distributions for birth-death processes with killing

Erik A. van Doorn, 2011 .

Representations and bounds for zeros of Orthogonal polynomials and eigenvalues of sign-symmetric tri-diagonal matrices

Erik A. van Doorn, E. A. Doorn, 1987 .

Birth-death processes with killing

Alexander I. Zeifman, Erik A. van Doorn, 2004 .

Quasi-stationary distributions

Erik A. van Doorn, Philip K. Pollett, P. Pollett, 2011 .

Weighted sums of orthogonal polynomials related to birth-death processes with killing

Erik A. van Doorn, 2012 .

Extinction probability in a birth-death process with killing

Alexander I. Zeifman, Erik A. van Doorn, A. Zeifman, 2005 .

On the α-classification of birth-death and quasi-birth-death processes

Erik A. van Doorn, 2006 .