Professor Jim Kuelbs, Emeritus
Editorships
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Associate Editor
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Journal of Theoretical Probability
Selected Publications
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Metric Entropy and Small Ball Problem for Gaussian Measures
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(with Wenbo Li), Journal of Functional Analysis, 115, (1993)
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Liminf Results for Gaussian Samples and Chung's F.L.I.L.
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(with Wenbo Li and Michel Talagrand), Annals of Probability, 22, (1994)
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Dominating Points and Large Deviations for Random Vectors
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(with Uwe Einmahl), Prob. Theor. Related Fields, 105, (1996)
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Refined Gibbs Conditioning Principle for Certain Infinite Dimensional
Statistics
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(with Amir Dembo), Studia Sci. Math Hungarica, 34,(1998)
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A General Compact LIL in Banach Spaces
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(with Uwe Einmahl), Proceedings on High Dimensional Probability II,
Birkhauser, Progress in Probability (1999), pp 259-276
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A Functional LIL for Symmetric Stable Processes
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(with W. Li and X. Chen), Annals of Probability, 28, (2000)
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Large Deviation Probabilities and Dominating Points for Open Convex
Sets: non-logarithmic behavior
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Annals of Probability, vol. 28 (2000), pp1259-1279
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Cluster Sets for a General LIL in Banach Spaces
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(with Uwe Einmahl), Annals of Probability, vol. 29 (2001), pp 1451-1475
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Rates of convergence for the Nummelin Conditional Weak Law of large
numbers
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(with Ana Mela), Stoch. Proc. and their Applications, 98 (2002),
pp. 229-252.
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Moderate deviation probabilities for open convex sets: nonlogarithmic
behavior
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(with Uwe Einmahl), Ann. Probab., 32 (2004), pp. 1316-1355.
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A functional LIL for stochastic integrals and the Levy area
process
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(with Wenbo Li) Journal of Theoretical Probability, 18 (2005), pp. 261-290.
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Path properties of multi-generational samples from a supercritical
Galton-Watson process
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(with Anand Vidyashankar) submitted for publication.
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Some new CLT and compact LIL results
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(with Joel Zinn), to appear in the Journal of Theoretical Probability.
Research Interests
Probability, Stochastic Processes, Limit Theorems in Infinite Dimensional
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