In the context of assessing subjective probability distributions, scoring rules can be used for elicitation, evaluation, and training purposes. The emphasis in the present study is on elicitation purposes and the main objective is to study the use of scoring rules for generating graphical feedforward about the consequences of a probability assessment. This notion of providing graphical feedforward about possible scores was carried through in the computerized interactive ELIcitation technique, ELI (Van Lenthe, 1993b). The effectiveness of scoring-rule feedforward was investigated in experiment A, in which 192 subjects participated. Scoring-rule feedforward, provided during the assessment process, appeared to result in a better calibration an...
An overview of key issues associated with the elicitation of a prior probability distribution is pro...
The theoretical literature has a rich characterization of scoring rules for eliciting the subjective...
There are several scoring rules that one can choose from in order to score probabilistic forecasting...
In the context of assessing subjective probability distributions, scoring rules can be used for elic...
Personal, or subjective, probabilities are used as inputs to many inferential and decision-making mo...
A blueprint of a new method for eliciting uncertain knowledge about continuous quantities is present...
Proper scoring rules (PSRs) have been derived to elicit good probability assessments. Because there ...
When scoring rules were first widely used, they were developed as a way to measure the accuracy of p...
Typescript (photocopy).This research deals with subjective probabilities and their use in decision-m...
Elicitation methods aim to build participants' distributions about a parameter of interest. In most ...
A scoring rule is a device for eliciting and assessing probabilistic forecasts from an agent. When d...
Ascoring rule S(x; q) provides away of judging the quality of a quoted probability density q for a r...
The purpose of this paper is to briefly discuss some important current questions and problems relate...
The theoretical literature has a rich characterization of scoring rules for eliciting the subjective...
A student's choice of an answer to a test question is a 7oarse measure of his knowledge about t...
An overview of key issues associated with the elicitation of a prior probability distribution is pro...
The theoretical literature has a rich characterization of scoring rules for eliciting the subjective...
There are several scoring rules that one can choose from in order to score probabilistic forecasting...
In the context of assessing subjective probability distributions, scoring rules can be used for elic...
Personal, or subjective, probabilities are used as inputs to many inferential and decision-making mo...
A blueprint of a new method for eliciting uncertain knowledge about continuous quantities is present...
Proper scoring rules (PSRs) have been derived to elicit good probability assessments. Because there ...
When scoring rules were first widely used, they were developed as a way to measure the accuracy of p...
Typescript (photocopy).This research deals with subjective probabilities and their use in decision-m...
Elicitation methods aim to build participants' distributions about a parameter of interest. In most ...
A scoring rule is a device for eliciting and assessing probabilistic forecasts from an agent. When d...
Ascoring rule S(x; q) provides away of judging the quality of a quoted probability density q for a r...
The purpose of this paper is to briefly discuss some important current questions and problems relate...
The theoretical literature has a rich characterization of scoring rules for eliciting the subjective...
A student's choice of an answer to a test question is a 7oarse measure of his knowledge about t...
An overview of key issues associated with the elicitation of a prior probability distribution is pro...
The theoretical literature has a rich characterization of scoring rules for eliciting the subjective...
There are several scoring rules that one can choose from in order to score probabilistic forecasting...