Peer review
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This page is about peer review in open assessment. For other uses, see Peer review in Wikipedia.
Peer review in open assessment is a method for evaluating model uncertainty, i.e. uncertainty that is not captured by the explicit parameter uncertainty, which is described by model parameters and distributions. Technically, it is a discussion about an object (typically an assessment or a variable), which has the following statement:
- "This object describes a phenomenon that is defined in the scope. The description reflects the reality in such a precise way that the uncertainties related to the results and/or conclusions can effectively and truthfully be evaluated using the parameter uncertainties described. In other words, there are no known model uncertainties that 1) would bias the results and that 2) are currently omitted."
Contents
Scope
What is the method of gaining social acceptance to an object?
Definition
Input
Output
Rationale
Result
Procedure
Peer review in open assessment is a method for evaluating model uncertainty, i.e. uncertainty that is not captured by the explicit parameter uncertainty, which is described by model parameters and distributions. Technically, it is a discussion about an object (typically an assessment or a variable), which has the following statement:
- "This object describes a phenomenon that is defined in the scope. The description reflects the reality in such a precise way that the uncertainties related to the results and/or conclusions can effectively and truthfully be evaluated using the parameter uncertainties described. In other words, there are no known model uncertainties that 1) would bias the results and that 2) are currently omitted."
Management
The peer review discussion has the following form:
Peer review
Statements:
Resolution: Resolution not yet found. (A stable resolution, when found, should be updated to the main page.) |
Argumentation:
←1: The definition reflects the state-of-the-art of this field and does not lack any such sources of information that would clearly deviate the result from the current result. --Jouni 11:37, 16 January 2009 (EET) ⇤3: The issue described in argument 2 is missing. --Jouni 11:37, 16 January 2009 (EET)
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