This article discusses how hearing aid engineers have applied the Bayesian probability theory approach to the problem of hearing aid fitting. Currently more an art than a science, it is likely that probability theory will play a large role in future generations of fitting software used by dispensing professionals. We will show that probability theory is consistent with common-sense reasoning, a feature that is not shared by alternative mathematical frameworks for intelligent reasoning. While probability theory gets to the same answers as a consistently reasoning human expert, it can deal with larger problems than a typical human is capable of handling. Since human expertise cannot be replaced by a mathematical system, we expect that mathema...
We formulate hearing aid personalization as a linear regression. Since sample sizes may be low and t...
A hearing aid is provided, comprising an input transducer for provision of an audio signal in respon...
OBJECTIVES: The observed posterior probability distributions regarding the benefits of surgery for o...
This article discusses how hearing aid engineers have applied the Bayesian probability theory approa...
Modern hearing aids use Dynamic Range Compression (DRC) as the primary solution to combat Hearing Lo...
Introduction Common sense reasoning is usually uncertain. If you see someone walking into a lecture...
Hearing Aid (HA) algorithms need to be tuned (“fitted”) to match the impairment of each specific pat...
Purpose: This article presents a basic exploration of Bayesian inference to inform researchers unfam...
Hearing aids are controlled by numerous parameters, presenting the audiologist with a difficult fitt...
A hearing aid includes: an input transducer for provision of an audio signal in response to sound; a...
Hearing loss afflicts as many as 10 % of our population. Fortunately, tech-nologies designed to alle...
We present empirical evidence that human reasoning follows the rules of probability theory, if infor...
Given a sound library, a sound sample and two parameter settings are se-lected to generate two heari...
International audienceBarbey & Sloman (B&S) conclude that natural frequency theorists have raised a ...
Abstract. Reasoning within such domains as engineering, science, management, or medicine is traditio...
We formulate hearing aid personalization as a linear regression. Since sample sizes may be low and t...
A hearing aid is provided, comprising an input transducer for provision of an audio signal in respon...
OBJECTIVES: The observed posterior probability distributions regarding the benefits of surgery for o...
This article discusses how hearing aid engineers have applied the Bayesian probability theory approa...
Modern hearing aids use Dynamic Range Compression (DRC) as the primary solution to combat Hearing Lo...
Introduction Common sense reasoning is usually uncertain. If you see someone walking into a lecture...
Hearing Aid (HA) algorithms need to be tuned (“fitted”) to match the impairment of each specific pat...
Purpose: This article presents a basic exploration of Bayesian inference to inform researchers unfam...
Hearing aids are controlled by numerous parameters, presenting the audiologist with a difficult fitt...
A hearing aid includes: an input transducer for provision of an audio signal in response to sound; a...
Hearing loss afflicts as many as 10 % of our population. Fortunately, tech-nologies designed to alle...
We present empirical evidence that human reasoning follows the rules of probability theory, if infor...
Given a sound library, a sound sample and two parameter settings are se-lected to generate two heari...
International audienceBarbey & Sloman (B&S) conclude that natural frequency theorists have raised a ...
Abstract. Reasoning within such domains as engineering, science, management, or medicine is traditio...
We formulate hearing aid personalization as a linear regression. Since sample sizes may be low and t...
A hearing aid is provided, comprising an input transducer for provision of an audio signal in respon...
OBJECTIVES: The observed posterior probability distributions regarding the benefits of surgery for o...