Phone: (409) 845-1443.
FAX: (409) 845-3144.
E-mail: dcline@stat.tamu.edu
Address: Statistics Department, Texas A&M University, College Station TX 77845 USA.
Home Page: http://stat.tamu.edu/~dcline

• Heterogeneuous renewal churn model for unstructured P2P networks, Z. Yao, D.B.H. Cline, X. Wang and D. Loguinov, technical report (2010).
• In-Degree Dynamics of Large-Scale P2P Systems, Z. Yao, D.B.H. Cline, and D. Loguinov, ACM HotMetrics (2010).
• On the random 1/2-disk routing scheme in wireless ad hoc networks, A. Banaei, D.B.H. Cline, C.N. Georghiades and S. Cui, technical report (2011).
• On superposition of heterogeneous edge processes in dynamic random graphs, Z. Yao, D.B.H. Cline and D. Loguinov, technical report (2011).
• Node connectivity in churn-driven networks under uniform neighbor selection, Z. Yao, D.B.H. Cline and D. Loguinov, technical report (2011).

• Verifying irreducibility and continuity of a nonlinear time series, D.B.H. Cline and H.H. Pu, Statistics & Probability Letters 40, 139–148 (1998).
• Geometric ergodicity of nonlinear time series, D.B.H. Cline and H.H. Pu, Statistica Sinica 9, 1103–1118 (1999).
• Stability of nonlinear AR(1) time series with delay, D.B.H. Cline and H.H. Pu, Stochastic Processes and their Applications 82, 307–333 (1999).
• Geometric transience of nonlinear time series, D.B.H. Cline and H.H. Pu, Statistica Sinica 11, 273–287 (2000).
• Stability of nonlinear time series: what does noise have to do with it?, D.B.H. Cline and H.H. Pu, Statistics Dept., Selected Proceedings of the Symposium on Inference for Stochastic Processes (IMS Lecture Notes - Monograph Series, Volume 37), I. V. Basawa, C. C. Heyde and R. L. Taylor, ed., 151–170 (2001).
• A note on a simple Markov bilinear stochastic process, D.B.H. Cline and H.H. Pu, Statistics & Probability Letters 56, 283–288 (2002).
• Stability of threshold-like ARMA time series, D.B.H. Cline and H.H. Pu, (2002), technical report.
• Stability and the Lyapounov exponent of threshold AR-ARCH models, D.B.H. Cline and H.H. Pu, The Annals of Applied Probability 14, 1920–1949 (2004).
• Stability of cyclic threshold and threshold-like autoregressive time series models, T.R. Boucher and D.B.H. Cline, Statistica Sinica 17, 43–62 (2007).
• Evaluating the Lyapounov exponent and existence of moments for threshold AR-ARCH models, D.B.H. Cline, Journal of Time Series Analysis 28, 241–260 (2007).
• Regular variation of order 1 nonlinear AR-ARCH models, D.B.H. Cline, Stochastic Processes and their Applications 117, 840–861 (2007).
• Stability of nonlinear stochastic recursions with application to nonlinear AR-GARCH models, D.B.H. Cline, Advances in Applied Probability 39, 462–491 (2007).  Correction, vol. 39, 1115–1116.
• Thoughts on the connections between threshold time series models and dynamical systems, D.B.H. Cline, Exploration of a Nonlinear World: An Appreciation of Howell Tong's Contributions to Statistics, K.-S. Chan, ed., World Scientific, 165–181 (2009).
• Piggybacking threshold processes with a finite state Markov chain, Stochastics & Dynamics 9, 187–204 (2009).
• Irreducibility and continuity asssumptions for positive operators with application to threshold GARCH time series models, D.B.H. Cline, to appear Advances in Applied Probability 43, 49–76 (2011).

• Convolution tails, product tails and domains of attraction, D.B.H. Cline, Probability Theory and Related Fields 72, 525–557 (1986).
• Convolutions of distributions with exponential and subexponential tails, D.B.H. Cline, J. Austral. Math. Soc. (Ser. A) 43, 345–367 (1987). (Corrigendum: vol. 48, 152–153.)
• Multivariate subexponential distributions, D.B.H. Cline and S.I. Resnick, Stochastic Processes and their Applications 42, 49–72 (1992).
• Subexponentiality of the product of independent random variables, D.B.H. Cline and G. Samorodnitsky, Stochastic Processes and their Applications 49, 75–98 (1994).
• Large deviation probabilities for sums of random variables with heavy or subexponential tails, D.B.H. Cline and T. Hsing, Statistics Dept., Texas A&M University (1998).

• Abelian and Tauberian theorems relating the smoothness of an integrable function to the tail behavior of its Fourier transform, D.B.H. Cline, Journal of Mathematical Analysis and Applications 154, 55–76 (1991).
• Regularly varying rates of decrease for moduli of continuity and Fourier transforms of functions on R^d, D.B.H. Cline, Journal of Mathematical Analysis and Applications 159, 507–519 (1991).
• Intermediate regular and Π-variation, D.B.H. Cline, Proc. London Math. Soc. 68, 594–616 (1994).

• Admissible kernel estimators of a multivariate density, D.B.H. Cline, The Annals of Statistics 16, 1421–1427 (1988).
• Optimal kernel estimation of densities, D.B.H. Cline, Annals of the Institute of Statistical Mathematics 42, 287–303 (1990).
• Kernel estimation of densities with discontinuities or discontinuous derivatives, D.B.H. Cline and J.D. Hart, Statistics 22, 69-84 (1991).
• Bias reduction in kernel density estimation by smoothed empirical transformations, D. Ruppert and D.B.H. Cline, The Annals of Statistics 22, 185–210 (1994).
• Nonparametric estimation of regression curves with discontinuous derivatives, D.B.H. Cline, R.L. Eubank and P.L. Speckman, J. Stat. Research 29, 17–30 (1995).

• Infinite series of random variables with regularly varying tails, D.B.H. Cline, Statistics Dept., Univ. British Columbia.
• Linear prediction of ARMA processes with infinite variance, D.B.H. Cline and P.J. Brockwell, Stochastic Processes and their Applications 19, 281–296 (1985).
• Convolution tails, product tails and domains of attraction, D.B.H. Cline, Probability Theory and Related Fields 72, 525–557 (1986).
• An asymptotic theory for weighted least squares with weights estimated by replication, D.B.H. Cline and R.J. Carroll, Biometrika 75, 35–43 (1988).
• Joint stable attraction of two sums of products, D.B.H. Cline, Journal of Multivariate Analysis 25, 272–285 (1988).
• Consistency for least squares regression estimators with infinite variance data, D.B.H. Cline, Journal of Statistical Planning and Inference 23, 163–179 (1989).
• Regular variation of order 1 nonlinear AR-ARCH models, D.B.H. Cline, Stochastic Processes and their Applications 117, 840–861 (2007).

• Ternary and multivariate quality control charts of aggregate gradation for hot mix asphalt, G. Yang, D.B.H. Cline, R.L. Lytton and D.N. Little, Journal of Materials in Civil Engineering 16, 28-34 (2004).
• Mechanical properties of high strength concrete for prestressed members, M.D. Hueste, P. Chompreda, D. Trejo, D.B.H. Cline and P.B. Keating, ACI Structural Journal 101, 457-465 (2004).
• Influence of environmental exposure conditions on mechanical properties of high strength concrete, D. Trejo, F. Moutassem, M.B.D. Hueste, C. Halmen and D.B.H. Cline, ACI Materials Journal 104, 653-661 (2007).
• Assessment of soil corrosivity and service life for mechanically stabilized earth (MSE) wall systems, D.Trejo, K. Reinschmidt, D.B.H. Cline, and M. Esfeller, technical report (2007).
• Shear characteristics and design for high-strength self-consolidating concrete, Y.H. Kim, M.B.D. Hueste, D. Trejo, and D.B.H. Cline, ASCE Structural Journal 136, 989-1000 (2010).
• Seismic effects of elevating bridges with steel pedestals in the southeastern United States, V. Bisadi, M. Head and D.B.H. Cline, to appear in Engineering Structures (2011).

• Limit theorems for the shifting level process, D.B.H. Cline, Journal of Applied Probability 20, 322–337 (1983).
• Bias correcting confidence intervals for a nearly common property, D.B.H. Cline and C.S. Spiegelman, Chemometrics and Intelligent Laboratory Systems 11, 121–130 (1991).