Stefan Ralescu
#92,309
Most Influential Person Now
American mathematician
Stefan Ralescu's AcademicInfluence.com Rankings
Stefan Ralescumathematics Degrees
Mathematics
#4946
World Rank
#6990
Historical Rank
#1659
USA Rank
Measure Theory
#5721
World Rank
#6821
Historical Rank
#1574
USA Rank

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Mathematics
Stefan Ralescu's Degrees
- Masters Mathematics Stanford University
- Bachelors Mathematics Princeton University
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Why Is Stefan Ralescu Influential?
(Suggest an Edit or Addition)According to Wikipedia, Ştefan S. Ralescu is a statistician who has made contributions to the theory of statistical inference, mainly through asymptotic theory. He is a professor of mathematics and statistics at Queens College of the City University of New York in New York City. He studied first at the University of Bucharest obtaining an MA in mathematics . He came to Indiana University in 1977, completing his PhD in 1981 under the direction of Madan Lal Puri. Before moving to New York, Ralescu was an assistant professor in the Division of Applied Mathematics at Brown University .
Stefan Ralescu's Published Works
Number of citations in a given year to any of this author's works
Total number of citations to an author for the works they published in a given year. This highlights publication of the most important work(s) by the author
Published Works
- Median and Radial Sensory Latencies to Digit I as Compared with Other Screening Tests in Carpal Tunnel Syndrome (1987) (37)
- A Class of Nonlinear Admissible Estimators in the One-Parameter Exponential Family (1981) (27)
- Asymptotic expansions for sums of nonidentically distributed Bernoulli random variables (1989) (23)
- Necessary and sufficient conditions for the asymptotic normality of perturbed sample quantiles (1993) (23)
- Shrinkage estimators of the location parameter for certain spherically symmetric distributions (1993) (20)
- Cramer Type Large Deviations for Generalized Rank Statistics (1985) (19)
- Central limit theorem for perturbed empirical distribution functions evaluated at a random point (1986) (16)
- Brainstem auditory evoked potential studies in patients with tinnitus and/or vertigo. (1990) (13)
- The law of the iterated logarithm for the multivariate nearest neighbor density estimators (1995) (12)
- On Berry-Esséen rates, a law of the iterated logarithm and an invariance principle for the proportion of the sample below the sample mean (1984) (9)
- Limit theorems for random central order statistics (1986) (8)
- Stein estimation for non-normal spherically symmetric location families in three dimensions (1992) (8)
- Asymptotic deviations between perturbed empirical and quantile processes (1992) (8)
- Gaussian Random Sets in Banach Space (1987) (7)
- Centering of Signed Rank Statistics with a Continuous Score-Generating Function (1984) (6)
- On the rate of convergence in the central limit theorem for signed rank statistics (1985) (5)
- A remainder estimate for the normal approximation of perturbed sample quantiles (1992) (5)
- A Bahadur--Kiefer Law forthe Nadaraya Empiric-Quantile Processes (1997) (4)
- Combined effect of click rate and stimulus polarity on BAEP latencies. (1989) (4)
- The asymptotic law of the local oscillation modulus of the empirical process (1993) (4)
- Weak convergence of sequences of first passage processes and applications (1996) (3)
- A Bahadur - Kiefer law for the Nadaraya empiric-quantile processes@@@A Bahadur - Kiefer law for the Nadaraya empiric-quantile processes (1996) (3)
- On solutions for global Stein optimization problems with applications (2002) (1)
- Asymptotic Representations of the Multivariate Empirical Distribution Function and Applications (1986) (1)
- Almost sure linearity for signed rank statistics in the non-I.I.D. case (1986) (1)
- On Admissible Estimation in Exponential Families with Imprecise Information (1988) (1)
- Asymptotic theorems for kernel U-quantiles (2012) (0)
- All Russian mathematical portal (2018) (0)
- A note on the Chernoff-Savage theorem (1993) (0)
- THE ASYMPTOTIC DISTRIBUTION THEORY OF ONE SAMPLE SIGNED RANK STATISTIC (1982) (0)
- ON THE DEGENERATION OF THE VARIANCE IN THE ASYMPTOTIC NORMALITY OF SIGNED RANK STATISTICS (2003) (0)
- Bloomington, Indiana 47405 (2016) (0)
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