# On fixed-precision estimation of the minimum of a regression function and of the minimum of a random variable

Mathematica Applicanda (1987)

- Volume: 16, Issue: 30
- ISSN: 1730-2668

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topMarek Męczarski. "On fixed-precision estimation of the minimum of a regression function and of the minimum of a random variable." Mathematica Applicanda 16.30 (1987): null. <http://eudml.org/doc/292717>.

@article{MarekMęczarski1987,

abstract = {The problem of sequential fixed-precision estimation of the minimum point of a quadratic regression function is investigated. Stochastic approximation methods are mentioned. One presents also some sequential fixed-precision procedures for the minimum of a random variable, i.e. for the lower bound of the support of its distribution function. One attempts to apply these procedures to estimation of the minimal value of a regression function. Asymptotically consistent fixed-precision estimation is considered.},

author = {Marek Męczarski},

journal = {Mathematica Applicanda},

keywords = {Sequential estimation; Tolerance and confidence regions; General nonlinear regression},

language = {eng},

number = {30},

pages = {null},

title = {On fixed-precision estimation of the minimum of a regression function and of the minimum of a random variable},

url = {http://eudml.org/doc/292717},

volume = {16},

year = {1987},

}

TY - JOUR

AU - Marek Męczarski

TI - On fixed-precision estimation of the minimum of a regression function and of the minimum of a random variable

JO - Mathematica Applicanda

PY - 1987

VL - 16

IS - 30

SP - null

AB - The problem of sequential fixed-precision estimation of the minimum point of a quadratic regression function is investigated. Stochastic approximation methods are mentioned. One presents also some sequential fixed-precision procedures for the minimum of a random variable, i.e. for the lower bound of the support of its distribution function. One attempts to apply these procedures to estimation of the minimal value of a regression function. Asymptotically consistent fixed-precision estimation is considered.

LA - eng

KW - Sequential estimation; Tolerance and confidence regions; General nonlinear regression

UR - http://eudml.org/doc/292717

ER -

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