A Representation for Gaining Insight into Clinical Decision Models
From Tetherless World Wiki
Citation: Holly Brügge Jimison. (1988) A Representation for Gaining Insight into Clinical Decision Models. In KSL-88-75, November,1988.
| Publication techreport ( Edit ) | |
| type | Technical Report |
| bibtype | techreport |
| Bibtex basics | |
| author | Holly Brügge Jimison |
| title | A Representation for Gaining Insight into Clinical Decision Models |
| number | KSL-88-75 |
| institution | Knowledge Systems, AI Laboratory |
| year | 1988 |
| month | November |
| Bibtex more | |
| note | 5 pages. |
| Access Paper | |
| abstract | For many medical domains uncertainty and patient preferences are important components of decision making. Decision theory is useful as a representation for such medical models in computer decision aids, but the methodology has typically had poor performance in the areas of explanation and user interface. The additional representation of probabilities and utilities as random variables serves to provide a framework for graphical and text insight into complicated decision models. The approach allows for efficient customization of a generic model that describes the general patient population of interest to a patient-specific model. Monte Carlo simulation is used to calculate the expected value of information and sensitivity for each model variable, thus providing a metric for deciding what to emphasize in the graphics and text summary. The computer-generated explanation includes variables that are sensitive with respect to the decision or that deviate significantly from what is typically observed. These techniques serve to keep the assessment and explanation of the patient's decision model concise, allowing the user to focus on the most important aspects for that patient. |
| KSL Technical Report ID: KSL-88-75 |
Facts about A Representation for Gaining Insight into Clinical Decision ModelsRDF feed
| Abstract | For many medical domains uncertainty and p … For many medical domains uncertainty and patient preferences are important components of decision making. Decision theory is useful as a representation for such medical models in computer decision aids, but the methodology has typically had poor performance in the areas of explanation and user interface. The additional representation of probabilities and utilities as random variables serves to provide a framework for graphical and text insight into complicated decision models. The approach allows for efficient customization of a generic model that describes the general patient population of interest to a patient-specific model. Monte Carlo simulation is used to calculate the expected value of information and sensitivity for each model variable, thus providing a metric for deciding what to emphasize in the graphics and text summary. The computer-generated explanation includes variables that are sensitive with respect to the decision or that deviate significantly from what is typically observed. These techniques serve to keep the assessment and explanation of the patient's decision model concise, allowing the user to focus on the most important aspects for that patient. e most important aspects for that patient. |
| Author | Holly Brügge Jimison + |
| Bibtype | techreport + |
| Has author | Holly Brügge Jimison + |
| Has identifier | KSL-88-75 + |
| Has publishing details | November,1988 + |
| Has title | A Representation for Gaining Insight into Clinical Decision Models + |
| Has where published | KSL-88-75 + |
| Has year | 1988 + |
| Institution | Knowledge Systems, AI Laboratory + |
| Ksl tr id | KSL-88-75 + |
| Month | November + |
| Note | 5 pages. |
| Number | KSL-88-75 + |
| Process note | YES + |
| Title | A Representation for Gaining Insight into Clinical Decision Models + |
| Year | 1988 + |
Resource > Thing > Entity > Document > Scientific Document > Publication
Resource > Thing > Entity > Document > Scientific Document > Publication > Technical Report
Resource > Thing > Entity > Document > Scientific Document > Publication > Technical Report > KSL Technical Report
