发明名称 SYSTEMS AND METHODS FOR BAYESIAN OPTIMIZATION USING NON-LINEAR MAPPING OF INPUT
摘要 Techniques for use in connection with performing optimization using an objective function that maps elements in a first domain to values in a range. The techniques include using at least one computer hardware processor to perform: identifying a first point at which to evaluate the objective function at least in part by using an acquisition utility function and a probabilistic model of the objective function, wherein the probabilistic model depends on a non-linear one-to-one mapping of elements in the first domain to elements in a second domain; evaluating the objective function at the identified first point to obtain a corresponding first value of the objective function; and updating the probabilistic model of the objective function using the first value to obtain an updated probabilistic model of the objective function.
申请公布号 US2014358831(A1) 申请公布日期 2014.12.04
申请号 US201414291379 申请日期 2014.05.30
申请人 President and Fellows of Harvard College ;Governing Council of the Univ. of Toronto, The MaRS Centre 发明人 Adams Ryan P.;Snoek Roland Jasper;Swersky Kevin;Zemel Richard
分类号 G06N99/00;G06N7/00 主分类号 G06N99/00
代理机构 代理人
主权项 1. A system for use in connection with performing optimization using an objective function that maps elements in a first domain to values in a range, the system comprising: at least one computer hardware processor; and at least one non-transitory computer-readable storage medium storing processor-executable instructions that, when executed by the at least one computer hardware processor, cause the at least one computer hardware processor to perform: identifying a first point at which to evaluate the objective function at least in part by using an acquisition utility function and a probabilistic model of the objective function, wherein the probabilistic model depends on a non-linear one-to-one mapping of elements in the first domain to elements in a second domain;evaluating the objective function at the identified first point to obtain a corresponding first value of the objective function; andupdating the probabilistic model of the objective function using the first value to obtain an updated probabilistic model of the objective function.
地址 Cambridge MA US