p.3 Each of the major chapters in the present collection proposes a model of juror decision making... At present, none of the models is preeminently successful; we are at an early stage in the science of juror decision making.
p.5-6 The research in the present volume focuses on the manner in which jurors behave before they enter the social context of deliberation in criminal felony cases. Most jurors seem to have reached an initial decision about the appropriate verdict in a typical criminal trial, before entering deliberation
p.10-11 Modern behavioral science has produced four basic models of juror decision making based on probability theory, "cognitive" algebra, stochastic processes, and information processing theory.
Some steps between attitudes and verdicts, Phoebe C. Ellsworth, p.42-64
p.42 In most cases the weight of the evidence is insufficient to produce first-ballot unanimity in the jury... Different jurors draw different conclusions about the right verdict on the basis of exactly the same evidence... first ballot splits are the best-known predictor of the final jury verdict.
Algebraic models of juror decision processes, Reid Hastie, p.84-115
p.84 The use of algebraic equations to describe mental processes has been common in psychology since the field became an empirical science.
p.85 It is important to recognize the significance of the acceptance of a quantitative representation of the "meaning" of information such as the evidence presented at trial. Once we shift to numbers, we have implicitly conceded that operations on numbers are admissible models of mental processes.
p.85 After the information has been converted into numbers, usually ranging from 0 (implies innocent) to 100 (implies guilty), the decision maker's thinking process is represented by algebraic calculations... the equation used to combine the values is not consistent with standard probability theories. Rather, each number representing a piece of information is weighted according to its perceived importance and relevance to the ultimate judgment and then all the weighted numbers are summed to yield a global average evidence value.
p.85 Actually two general types of algebraic information combination processes have been proposed in applications to jurors' decision making. The first represents the process by which the evidence is combined as a one-step calculation in which all of the sources of evidence are evaluated (on the innocent-guilty continuum) and then one global weighting and adding calculation is performed.
The second "sequential" algebraic model also supposes that the basic judgment process is a matter of weighting and adding the values of pieces of evidence. However, the sequential model assumes that the process operates repeatedly, calculating a current average value by weighting the past opinion (based on evidence received up to that point in time) and calculates a new opinion according to the perceived strength of implication of the most recent piece of evidence and the importance (weight) of the new information. The basic image of the sequential decision process is of movement of a frequently updated current opinion along a unitary innocent-guilty belief continuum.
p.86 Theorists applying the algebraic modeling approach conceptualize the task of the juror as involving the integration of conflicting information from several sources into a decision to convict or acquit the defendant in a criminal trial. The juror arrives at a degree of belief that the defendant is guilty based on the implications of relevant information and this belief is then compared with a decision criterion value representing an interpretation of the standard of proof (usually "beyond reasonable doubt"). If the strength of belief in the defendant's guilt is greater than the criterion, the the decision is to convict.
p.87 The ultimate impact of any piece of evidence will vary depending on the context of other relevant evidence that is available.
p.89 The averaging model predicts that the scale values of evidence items will combine linearly under the assumption that weights are constant over stimulus manipulations; that is, the scale values for information items are independent and should show no interaction in different combinations.
[JLJ - Yes, but we seem to be missing a big thing here. In order for a Juror to assemble evidence in such a fashion, are we not implying that the "picture" painted by the evidence is murky, unclear, conflicting. It is pointless to ponder in such a fashion if there is a "home run" piece of evidence such as a "dash cam" video of a car accident, or a keenly observant witness standing nearby with an attentive clear view of what happened. If the defense attorney can convince the Jurors that one piece of evidence trumps all others (consider from the O.J. Simpson murder trial, the famous "if the glove don't fit you must acquit"). In this case, the other evidence, whatever it is and whatever it might imply, might simply be dismissed. I would argue that Jurors use the presented evidence to construct a story of what happened that they believe. They base their convictions of guilt or innocence on such a constructed story as a substitute and replacement for actual real events - the evidence items presented compete with each other for inclusion in (or dismissal from) such a constructed story.]
p.109 Another problem with the sequential averaging model is that it does not appear to precisely fit the quantitative data from mock-juror judgments.
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