Zdzisław Józef Porosiński
Polish mathematician
Zdzisław Józef Porosiński's AcademicInfluence.com Rankings

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Mathematics
Zdzisław Józef Porosiński's Degrees
- PhD Mathematics University of Warsaw
Why Is Zdzisław Józef Porosiński Influential?
(Suggest an Edit or Addition)According to Wikipedia, Zdzisław Józef Porosiński was a Polish mathematician and statistician. Biography In 1979, he graduated in mathematics from Faculty of Fundamental Problems of Technology, Wrocław University of Technology with a master's degree. After graduation, he started working at his alma mater at the Institute of Mathematics . On 17 March 1987, he defended his doctoral dissertation entitled Selected problems of optimal stopping . The research supervisor and thesis supervisor was professor Stanisław Trybuła. On 20 November 2003, the habilitation colloquium was held. On 31 May 2004, he obtained a postdoctoral degree in mathematical sciences. In the years 2001–2008 he worked at the Institute of Basic Sciences State Higher Vocational School in Nysa. In the years 2006–2012 he was the deputy director for didactics at Institute of Mathematics and Computer Science of the Wrocław University of Technology. From 2009 he was a professor Wrocław University of Technology.
Zdzisław Józef Porosiński's Published Works
Published Works
- The full-information best choice problem with a random number of observations (1987) (45)
- On robust Bayesian estimation under some asymmetric and bounded loss function (2009) (18)
- On best choice problems having similar solutions (2002) (10)
- FULL-INFORMATION BEST CHOICE PROBLEM WITH RANDOM STARTING POINT (2000) (9)
- Full-information best choice problems with imperfect observation and a random number of observations (1991) (6)
- On continuous-time two person full-information best choice problem with imperfect observation (1994) (5)
- MODIFIED STRATEGIES IN TWO PERSON FULL-INFORMATION BEST CHOICE PROBLEM WITH IMPERFECT OBSERVATION (2000) (4)
- On some selection problem (1990) (4)
- Characterization of the monotone case for a best choice problem with a random number of objects (2002) (2)
- Random priority two-person full-information best choice problem with imperfect observation (2000) (2)
- A minimax control of linear systems (1989) (2)
- The Full-Information Best Choice Problem with Two Choices (1992) (1)
- A note on two person full-information best choice problems with imperfect observation (1994) (1)
- FULL-INFORMATION BEST CHOICE PROBLEMS WITH RECALL OF OBSERVATIONS, UNCERTAINTY OF SELECTION AND A RANDOM NUMBER OF OBSERVATIONS (2001) (1)
- Optimal stopping of a random length sequence of maxima over a random barrier (1988) (1)
- On optimal choosing of one of the k best objects (2003) (0)
- Optimal stopping of the maximum of an observed sequence over an order statistic of an unobserved sequence (2016) (0)
- Modified Strategies in a Competitive Best Choice Problem with Random Priority (2005) (0)
- Full-Information Best Choice Problems with Imperfect Observation (1993) (0)
- ON OPTIMAL CHOOSING OF ONE OF THE THREE BEST OBJECTS (Mathematical Decision Making under uncertainty and ambiguity) (2000) (0)
- Optimal selection of the maximum of a discountable sequence of independent random variables (1985) (0)
- Optimal stopping of a sequence of maxima between random and fixed barriers (1988) (0)
- Trybula's papers related to optimal control (2010) (0)
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