Articles

Published Articles

Glaz, J. and Naus, J. (1978). Multiple coverage on the line. Ann. Probab. 7, 900-906.

Glaz, J. (1978).Expected waiting time for the visual response. Biological Cybernetics 35, 39-41.

Glaz, J. (1978). Probabilities and moments for absorption in finite homogeneous birth-death
     processes. Biometrics 35, 813-816.

Glaz, J. (1978).The number of dense arrangements. J. Combin. Theory Sec. A. 27, 367-370.

Glaz, J. (1981). Clustering of events in a stochastic process. J. Appl. Probab. 18, 268 - 275.

Glaz, J. (1983).Moving window detection for discrete data. IEEE Trans. Info. Theory,
     IT-29, 457-462.

Glaz, J. and Naus, J. (1983).Multiple clusters on the line. Commun. Statist. -
     Theor. Meth. Sec. A 12, 1961-1986.

Glaz, J. and McK. Johnson. (1984).Probability inequalities for multivariate distributions with
     dependence structures. J. Amer. Stat. Assoc. 79, 436-441.

Glaz, J. and McK. Johnson. (1986).Approximating boundary crossing probabilities with
     Applications to sequential tests. Sequential Analysis 5, 37-72.

Glaz, J. and Naus, J. (1986).Approximating probabilities of first passage in a particular
   Gaussian process. Commun. Statist. - Theor. Meth. Sec. A 15, 1709-1722.

Glaz, J. and McK. Johnson. (1988).Boundary crossing for moving sums. J. Appl. Probab.
   25, 81-88.

Glaz, J. (1989). Approximations and bounds for the distribution of the scan statistics.
     J. Amer. Stat. Assoc. 84, 560-566.

Glaz, J. (1990). A comparison of product-type and Bonferroni-type inequalities in presence
    of dependence. Symposium on Dependence in Probability and Statistics. Block, Sampson
      and Savits (eds), IMS Lecture Notes-Monograph Series Vol. 16, 223-235.

Glaz, J. and Naus, J. (1991).Tight bounds for scan statistics probabilities for discrete data.
     Ann. Appl. Probab. 1, 306-318.

Glaz, J. and Ravishanker, N. (1991).Simultaneous prediction intervals for multiple forecasts in
     time series models. Probab. Statist. Lett. 12, 57-63.

Ravishanker, N., Wu, S.Y.L., and Glaz, J. (1991). Simultaneous prediction in seasonal time
      series models. J. Forecasting 10, 445-463.

Gelfand, A., Glaz, J., Kuo, L., and Lee, T.M. (1992). Point estimation and confidence
intervals for the largest proportion in multinomial tables. Naval Res.Logist. 39, 97-114.

Glaz, J. (1992).Approximations for tail probabilities and moments of the scan statistics.
   Comput. Stat. Data Analys. 14, 213-227.

Glaz, J. (1992).Approximate simultaneous confidence intervals. Multiple Comparisons,
   Selection, and Applications in Biometry. Fred M. Hoppe (ed.), 149-166.
   Marcel Dekker, NY.

Glaz, J. (1993).Extreme order statistics for a sequence of dependent random variables.
     Stochastic Inequalities. M. Shaked and Y.L. Tong   (eds), 100-115.
   IMS Lecture Notes 22, CA

Glaz, J. (1993). Approximations for scan statistics. Statist. Medicine 12, 1844-1851.

Wallenstein, S., Naus, J, and Glaz, J. (1993).Approximations for the power of scan statistics.
     Statist. Medicine 12, 1829-1843.

Glaz, J., Naus, J., Roos, M., and Wallenstein, S. (1994).Poisson approximations for the
   distribution and moments of ordered m-spacings. J. Appl. Probab. 31A, 271-281.

Wallenstein, S., Naus, J., and Glaz, J. (1994). Power of the scan statistic in detecting a
     changed segment in a Bernoulli sequence. Biometrika 81, 595-601.

Sison, C., and Glaz, J. (1994). Simultaneous confidence intervals and sample size
     determination for multinomial proportions. J. Amer. Statist. Assoc. 90, 366-369.

Wallenstein, S., Naus, J., and Glaz, J. (1995). Power of the scan statistics. Proceedings
   of the Section on Epidemiology. 1994 Annual Meeting ASA, 70-74, Alexandria, VA.

Glaz, J. (1995). Testing procedures for detecting multiple clusters. Proceedings of the
     Section on Epidemiology. 1994 Annual Meeting ASA, 59-63, Alexandria, VA.

Glaz, J. and Kenyon, J. (1995). Approximation characteristics of sequential tests.
    Probab. Math.Statist. 15, 311-325.

Glaz, J. and Kenyon, J. (1996).Probability approximations and inequalities for sequential tests.
Lifetime Data: Models in Reliability Theory and Survival Analysis. N. P. Jewell,
A. C. Kimball, M. T. Ting Lee, and G. A. Whitmore (eds.), 99-106, Kluwer Academic
    Publishers, Boston.

Chen, J. and Glaz, J. (1996).Two dimensional discrete scan statistics. Probab. Statist. Lett.
   31, 59-68.

Glaz, J. (1996).Discrete scan statistics with applications to minefield detection. Detection
    and Remediation Technologies for Mines and Mine-Like Targets. (Eds. A. C. Dubey,
    R. L. Barnard, C. J. Lowe and J. E. McFee), 420 - 429. Proceedings SPIE, 10th Annual
    International AeroSense Symposium, Orlando, Florida.

Chen, J. and Glaz, J. (1997).Approximations and inequalities for the distribution of a scan
   statistics for 0-1 Bernoulli trials. Advances in the Theory and Practice of Statistics -
   A Volume in Honor of Samuel Katz. N. L. Johnson and N, Balakrishnan (eds.), Chapter 16,
    285 - 298. Wiley & Sons, NY.

Glaz, J. and Balakrishnan, N. (Eds.) (1999). Recent Advances on Scan Statistics.
     Birkhauser Publishers, Boston.

Glaz, J. and Balakrishnan, N. (1999). Introduction to scan statistics. Recent Advances on Scan
Statistics. N. Balakrishnan and J. Glaz (eds.), p. 3 - 24. Birkhauser Publishers, Boston.

Chen, J. and Glaz, J. (1999).Approximations for discrete scan statistics. Recent Advances on
   Scan Statistics. N. Balakrishnan and J. Glaz (eds), p. 27- 66. Birkhauser Publishers, Boston.

Chen, J. and Glaz, J. (1999).Approximations for discrete scan statistics on the circle. Stat. Probab.
   Lett. 44, 167 - 176.

Glaz, J. and Sison, C. (1999).Simultaneous inference for functions of multinomial proportions.
     J. Stat. Plan. Infer. 82, 251-262.

Chen, J. and Glaz, J. (2000).Approximations for consecutive k-within-m-out-of-n: F systems.
   Proceedings of MMR' 2000, 2nd International Conference on Mathematical Methods in
   Reliability: Methodology, Practice and Inference. Universite Victor Segalen - Bordeaux 2,
     Bordeaux, France, Volume 1, 285-288.

Glaz, J. (2001).Probability Inequalities for Multivariate Distributions with Applications to Statistics.
   In: Probability and Statistical Models with Applications (Ch. A. Charalambides,
   M.V. Koutras and N. Balakrishnan, Eds), 15-40. Chapman & Hall/CRC, New York.

Glaz, J., Naus., Wallenstein, S. (2001). Scan Statistics. Springer, NY.

Glaz, J. (2001). Probability Inequalities for Multivariate Distributions with Applications
to Statistics. In: Probability and Statistical Models with Applications.
Ch. A. Charalambides M. V. Koutras and N. Balakrishnan, Eds., 15-40.
Chapman & Hall/CRC, New York.

Chen, J., Glaz, J., Naus, J. and Wallenstein, S. (2001). Bonferroni-type inequalities for
conditional scan statistics. Stat. Prob. Lett. 53, 67-77.

Glaz, J. (2001). Approximations for the Multivariate Normal Distribution with
     Applications in Finance and Economics. In: Applied Stochastic Models and Data
     Analysis. G. Govaert, J. Janssen and N. Limnios, eds., Volume 1, 37-43, Universite
     de Technologie de Compiegne, Compiegne, France.

Chen, J. and Glaz, J. (2002). Approximations for a conditional two-dimensional scan
statistic. Stat. Prob. Lett. 58, 287-296 .

Chen, J. and Glaz, J. (2004). Approximations and Bounds for Moving Sums of Discrete
   Random Variables. Applied Sequential Methodologies. N. Mukhopadhyay,
       S. Datta and S. Chattopadhyay, eds., 105-122. STATISTICS: Textbooks and
       Monographs Vol. 173, Marcel Dekker, NY.

Glaz, J. and Zhang, Z. (2004). Multiple window discrete scan statistics. J. Applied
Statistics, 31, 979-992.

Chen, J. and Glaz, J. (2005). Approximations for Discrete Multiple Scan Statistics.
       Recent Advances in Applied Probability. R. Baeza-Yates, J. Glaz, H. Gzyl,
       J. Huesler, and J. L. Palacios, eds., 97-114, Kluwer Academic Publishers,
   Boston, MA .

Glaz, J. and V. Pozdnyakov (2005). A repeated significance test for distributions
with heavy tails. Sequential Analysis, 24, 77-98.

Pozdnyakov, V., Glaz, J., Kulldorff, M. and Steele, M. (2005). A martingale approach
to scan Statistics, Annals of the Institute of Statistical Mathematics, 57, 21-37.

Glaz, J. and Pozdnyakov, V. (2005). Repeated significance tests for distributions with
   heavy tails. Proceedings of the XI th International Symposium on Applied Stochastic
   Models and Data Analysis, J. Janssen and P. Lenca (eds.), 838-845.
   ENST, Brest, France.

Glaz, J. and Naus, J. (2005). Scan Statistics and Applications. Encyclopedia of
      Statistical Sciences, 2^nd Edition, S. Kotz, N. Balakrishnan, C. B. Read and
      B. Vidacovic, eds., 7463-7471. Wiley, NY.

Glaz, J., Kulldorff, M., Pozdnyakov, V., and Steele, M. (2006). Gambling teams and waiting
   times for patterns in two-state Markov chains. J. Appl. Probab., 43, no. 1, 127-140.

Glaz, J. and Zhang, Z. (2006). Maximum scan score-type statistics, Statistics &
Probability Letters, 76, 1316-1322.

Pozdnyakov, V. and Glaz, J. (2007). A nonparametric sequential test for distributions
with heavy tails. Journal of Statistical Planning and Inference, 137, 869-878.

Glaz, J. (2007). Scan Statistics. In: Encyclopedia of Statistics in Quality and
        Reliability. Ruggeri, F., Kenett R. and Faltin, F. W. (eds.), John Wiley & Sons Ltd,
        Chichester, UK, 1761-1766.

Guerriero, M., Willett, P. and Glaz, J. (2008). Target detection in sensor networks using
   scan statistics. In: Acoustic, Speech and Signal Processing 2008, ICASSP 2008 IEEE
      International Conference, Las Vegas, Nevada, 2425-2428.

Zhang, Z. and Glaz, J. (2008). Bayesian variable window scan statistics,
Journal of Statistical Planning and Inference, 138, no. 11, 3561-3567.

Guerriero, M., Willett, P. and Glaz, J. (2008). Distributed target detection in a sensor
networ using scan statistics (submitted in revised form).

Chen, J. and Glaz, J. (2008). Approximations for discrete two dimensional multiple window
scan statistics (in preparation).