Lynne M. Reder


Lynne M. Reder is an American psychologist whose research contributed to our understanding of human memory.

Career

Reder received her undergraduate degree in Psychology at Stanford University in 1972, graduating as a member of Phi Beta Kappa. In 1976, she earned her PhD in Psychology from the University of Michigan. After a two-year NIMH post-doctoral fellowship at Yale University, she joined the faculty at Carnegie Mellon University and retired as full professor in 2021.
Her contributions to psychological science and experimental psychology have been recognized through multiple honors and elected positions:

Selected research and publications

Role of Elaborations and Summaries in Memory Retention

Reder's early work explored the effects of elaborations and summaries on learning. She found that people often learned more from summaries than original texts and that self-generated elaborations improve retention better than elaborations provided by the author
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Strategy Selection and Question Answering

Reder showed that people do not default to direct retrieval when attempting to answer a question but rather dynamically choose strategies based on intrinsic question features and base rates of success.

Role of Hippocampus in Memory

Reder showed that both implicit and explicit memory tasks can rely on the hippocampus, depending on whether the task requires the formation of new associations.

Working Memory and Cognitive Resources

Reder’s contributions to working memory include the development of the Modified Digit Span
task, which predicts cognitive performance across domains. She expanded her SAC model to
incorporate the role of working memory in knowledge construction, emphasizing resource limitations in memory processes showing that resources are consumed/depleted as an inverse function of chunk familiarity and rate of replenishment depends on the rate of input and familiarity of the information to be processed.

Legacy

Lynne Reder's pioneering work on elaboration, strategy selection, and memory models continues to inform theoretical frameworks and practical applications.