Nail Bakirov
#100,257
Most Influential Person Now
Russian mathematician
Nail Bakirov's AcademicInfluence.com Rankings
Nail Bakirovmathematics Degrees
Mathematics
#4978
World Rank
#7033
Historical Rank
Group Theory
#550
World Rank
#647
Historical Rank
Algebra
#865
World Rank
#1130
Historical Rank
Measure Theory
#5348
World Rank
#6330
Historical Rank

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Mathematics
Nail Bakirov's Degrees
- PhD Mathematics Moscow State University
- Masters Mathematics Moscow State University
- Bachelors Mathematics Moscow State University
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Why Is Nail Bakirov Influential?
(Suggest an Edit or Addition)According to Wikipedia, Nail Kutluzhanovich Bakirov was a prominent Russian statistician, professor and member of the Russian Academy of Sciences in Ufa, Russia, known for his work in the asymptotic theory of mathematical statistics.
Nail Bakirov'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
- Measuring and testing dependence by correlation of distances (2007) (2025)
- Extremal probabilities for Gaussian quadratic forms (2003) (57)
- A multivariate nonparametric test of independence (2006) (43)
- Student’s t-test for Gaussian scale mixtures (2006) (38)
- Comparison Theorems for Distribution Functions of Quadratic Forms of Gaussian Vectors (1996) (10)
- Brownian Covariance and Central Limit Theorem for Stationary Sequences (2011) (7)
- Central limit theorem for weakly dependent variables (1987) (6)
- Extrema of the Distributions of Quadratic Forms of Gaussian Variables (1990) (6)
- An extremal property of the student distribution (1989) (3)
- NONPARAMETRIC METHOD FOR DETECTING THE MULTIDIMENSIONAL CHANGE-POINT (1997) (2)
- Nonhomogeneous samples in the Behrens-Fisher problem (1998) (2)
- Information technology of remotely sensed optical image analysis on the basis of multiscale conceptions integration (2007) (2)
- Information technology for remotely sensed data processing (2006) (1)
- The Extrema of the Distribution Function for the Ratio of Quadratic Forms in Gaussian Variables (1996) (0)
- One investigates the asymptotic properties of the quantile test, similar to the properties of the Pearson's chi-square test of fit. (1989) (0)
- Extrema of the Distribution of the $S^2 $ Statistic (1989) (0)
- Local asymptotic normality for stationary sequences of observations (1983) (0)
- Observations of unequal accuracy in the Behrens-Fisher problem (1990) (0)
- An asymptotically optimal cubic spline (2011) (0)
- Refinement of the asymptotics of the power of the quantile test (1989) (0)
- A Uniqueness Property of the Chi-Square Distribution (1996) (0)
- The likelihood ratio for densities with singularities (1986) (0)
- Correction of the formulas for calculating thick-walled cylinders and spherical shells (2007) (0)
- Asymptotics for the probability of not exceeding a curvilinear level by a Gaussian random walk (2009) (0)
- A Refinement of Asymptotics in the Prokhorov–Donsker Invariance Principle for Integral Functionals (1996) (0)
- An exact formula for the mean number of claims served by a one-channel queuing system with rejections on a given time interval (2009) (0)
- Brownian covariance and central limit theorem for stationary sequences@@@Brownian covariance and central limit theorem for stationary sequences (2010) (0)
- Comparison of numerical integration formulas (2010) (0)
- An application of the neyman-pearson lemma to gaussian processes (1996) (0)
- Criteria for testing nonparametric hypotheses for random processes (1994) (0)
- Mean-Square Trend (2003) (0)
- Remark on the Smale's Problem 9 (2010) (0)
- The extrema of the distribution function of the Behrens-Fischer statistic are found for observations of unequal accuracy. (1990) (0)
- Nonparametric method for stochastic textures detection on remotely sensed images (2004) (0)
- Using nonparametric statistic methods for identification of structural anomaly boundaries on optical images (2007) (0)
- Image analysis based on change point problem for random processes with the absence of a-priori data (1997) (0)
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