Stanisław Trybuła

Stanisław Trybuła's AcademicInfluence.com Rankings

Stanisław Trybuła

Mathematics

#3992

World Rank

#5761

Historical Rank

Statistics

#911

World Rank

#1004

Historical Rank

Measure Theory

#4827

World Rank

#5651

Historical Rank

mathematics Degrees

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Mathematics

Stanisław Trybuła's Degrees

PhD Mathematics Wrocław University of Science and Technology

Why Is Stanisław Trybuła Influential?

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According to Wikipedia, Stanisław Czesław Trybuła was a Polish mathematician and statistician. He was a pupil of state high school in Rypin, Poland, and he graduated from The First High School in Toruń in 1950. He studied mathematics in Nicolaus Copernicus University in Toruń and Wrocław University. He defended his master thesis on some problems of the game theory prepared under supervision of Hugo Steinhaus at Wrocław University in 1955. In 1955 he became a faculty member at Department of Mathematics, Wrocław University of Technology. In 1959 he was distinguished as the candidate of science and in 1960 he defended his PhD on minimax estimation under supervision of Hugo Steinhaus. Many years Trybuła cooperated or was the staff member of Institute of Power Systems in Wrocław. He worked out the original method of identification of the complex power systems. Since 1968 he was faculty member of the Institute of Mathematics, Faculty of Fundamental Problems of Technology, Wrocław University of Technology. Stanisław Trybuła got habilitation at Faculty of Mathematics, Physics and Chemistry, Wrocław University in 1968 based on his seminal works on sequential analysis for stochastic processes. He was the advisor of 14 PhD theses. He took early retirement in 1998 and was writing academic books on statistics and the game theory.

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Stanisław Trybuła'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

Some Problems of Simultaneous Minimax Estimation (1958) (47)
Sequential estimation in processes with independent increments (1968) (33)
On the paradox of three random variables (1961) (32)
On the paradox of n random variables (1965) (25)
Sequential estimation in finite-state Markov processes (1982) (11)
Cyclic random inequalities (1969) (9)
Solution of a silent duel under general assumptions (1991) (8)
A noisy duel under arbitrary moving. II (1988) (6)
Some investigations in minimax estimation theory (1985) (6)
Estimation under sampling from a finite population (1985) (5)
A silent duel under arbitrary moving (1991) (5)
A silent versus partially noisy one-bullet duel under arbitrary motion (1991) (4)
A silent versus partially noisy duel under arbitrary moving and under general assumptions on the payoff function (1997) (4)
Minimax estimation of the parameters of the multivariate hypergeometric distribution (1985) (3)
Minimax control of a stochastic system with disturbances belonging to the exponential family (1985) (3)
An m-vs.-n-bullets silent duel with arbitrary motion and arbitrary accuracy functions (1991) (3)
A silent nversus 1 bullet duel with retreat after the shots (1990) (3)
Control with use of previous experience (1987) (3)
A mixed duel under arbitrary moving (1991) (2)
Solution of some problems of minimax control for a multivariate linear stochastic system (1987) (2)
A silent duel with two kinds of weapon (1999) (2)
Minimax estimation of a cumulative distribution function for a special loss function (1991) (2)
Simultaneous control and estimation of linear stochastic systems with unknown parameters of disturbances (1986) (1)
Minimax estimation and prediction for random variables with bounded sum (1987) (1)
Two problems of minimax estimation (1974) (1)
Estimation of the difference of parameters (1991) (1)
Minimax prediction of a sample distribution function (1978) (1)
Optimal control of a time continuous system (1986) (1)
Dual control for disturbances with Poisson distribution (1972) (1)
Silent-noisy duel with two kinds of weapon (2000) (1)
Minimax and Bayes estimation when the loss function is unknown (1987) (1)
Minimax control of a linear system with multinomial disturbances (1988) (1)
Systematic estimation of parameters of multinomial and multivariate hypergeometric distribution (1991) (1)
Minimax mutual prediction of multinomial random variables (2003) (0)
Minimax control of a multivariate time-continuous linear stochastic system (1987) (0)
Some problems of prediction of the difference of random variables (1991) (0)
Minimax mutual prediction (2000) (0)
Simultaneous minimax estimation of parameters of multinomial distribution (2002) (0)
MINIMAX ESTIMATION FOR THE MEAN OF THE SUM OF PROCESSES (2016) (0)
On some loss functions (1960) (0)
Minimax prediction of the difference of multinomial random variables (1991) (0)
Estimation of the difference of cumulative distribution functions (1984) (0)
Estimation of the same parameters by different people as a problem of decision theory (1987) (0)
Minimax prediction of the sum of processes (1987) (0)
Systematic estimation and prediction for processes with bounded sum (1991) (0)
Decision making in an incompletely known stochastic system, I (1987) (0)
A mixed duel under arbitrary motion and uncertain existence of the shot (1993) (0)
Oblique plans for a binomial process (2016) (0)
Minimax prediction of the difference of sample distribution functions (1991) (0)
Estimation of the same parameters under different data (1988) (0)

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Stanisław Trybuła's Degrees

Why Is Stanisław Trybuła Influential?

Stanisław Trybuła's Published Works

Published Works

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Stanisław Trybuła's AcademicInfluence.com Rankings