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On the inequality of Cramér-Rao type in sequential estimation theory

100%

Magiera R.

Applicationes Mathematicae

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1974-1975

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tom 14

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nr 2

227-235

2

On sequential minimax estimation for the exponential class of processes

100%

Magiera R.

Applicationes Mathematicae

|

1976-1977

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tom 15

|

nr 4

445-454

3

Oblique plans for a binomial process

84%

Magiera R., Trybuła S.

Mathematica Applicanda

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1976

|

tom 4

|

nr 6

EN

The following random walk (Xt, t=0,1,2,⋯) in the set T= {(x,y):x,y are nonnegative integers} is considered: X0=(0,0), Prob{Xt+1=(x+1,y)|Xt=(x,y)}==1-Prob{Xt+1=(x,y+1)|Xt=p(x,y)}, p∈(0,1) being unknown. For a given B⊂T, define the stopping variable τ=min{t>0:Xt∈B}. A sequential procedure of estimation of a parameter Q=g(p) by a function f(Xτ,τ) is said to be an oblique plan if B is of the form {(x,y):y=(x-k)/s}, where k and s are positive integers. Some properties of estimates in oblique plans are discussed. .

4

A modification of Sudakov's lemma and efficient sequential plans for some jump Markov processes

84%

Magiera R., Różanski R.

Banach Center Publications

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1985

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tom 16

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nr 1

367-379

5

The characterization of efficient sequential plans for the Ornstein-Uhlenbeck velocity process

84%

Magiera R., Różański R.

Banach Center Publications

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1985

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tom 16

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nr 1

381-392

6

On sequential plans for the exponential class of processes

68%

Franz J., Magiera R.

Applicationes Mathematicae

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1977-1980

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tom 16

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nr 2

153-165

7

Estimation with delayed observations

67%

Magiera R.

Applicationes Mathematicae

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1980-1983

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tom 17

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nr 2

249-258

8

Sequential estimation of the transition intensities in Markov processes with migration

67%

Magiera R.

Applicationes Mathematicae

|

1983-1985

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tom 18

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nr 2

241-250

Ograniczanie wyników

5 Applicationes Mathematicae

2 Banach Center Publications

1 Mathematica Applicanda

8 Magiera R.

1 Franz J.

1 Różanski R.

1 Różański R.

1 Trybuła S.

2 1985

1 1984

1 1982

1 1978

1 1977

1 1976

1 1974

On the inequality of Cramér-Rao type in sequential estimation theory

On sequential minimax estimation for the exponential class of processes

Oblique plans for a binomial process

A modification of Sudakov's lemma and efficient sequential plans for some jump Markov processes

The characterization of efficient sequential plans for the Ornstein-Uhlenbeck velocity process

On sequential plans for the exponential class of processes

Estimation with delayed observations

Sequential estimation of the transition intensities in Markov processes with migration