Glossary:Acquisition rate: Difference between revisions

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'''<span id="acquisition_rate">acquisition rate</span>''' - the speed of learning, usually expressed in [[Glossary:Element|elements]] memorized per year per minute. For example, if 20 minutes a day result in memorizing 10,000 elements a year, the acquisition rate is 500 elements/year/min (10,000/20). In SuperMemo, the acquisition rate may [http://super-memory.com/articles/survey.htm vary from 100-1000] depending on the difficulty of the material, [[Glossary:Forgetting_index|forgetting index]] and the stage of the process. [http://super-memory.com/articles/theory.htm Acquisition rate may decrease substantially in the first year] only to stabilize asymptotically as years pass by
;<span id="Acquisition_rate">acquisition rate</span>
:speed of learning, usually expressed in [[Glossary:Item|items]] memorized per year per minute. For example, if 20 minutes a day result in memorizing 10,000 [[Glossary:Item|items]] a year, the '''acquisition rate''' is 500 elements/year/min (10,000/20). In SuperMemo, the '''acquisition rate''' may [https://super-memory.com/articles/survey.htm vary from 30-1000] items/year/minute depending on the difficulty of the material, [[Glossary:Forgetting_index|forgetting index]] and the stage of the process. [https://super-memory.com/articles/theory.htm '''Acquisition rate''' may decrease substantially in the first year] only to stabilize asymptotically as years pass by. See [https://supermemopedia.com/wiki/Speed_of_learning_vs._acquisition_rate formula]

Latest revision as of 03:02, 14 August 2020

acquisition rate
speed of learning, usually expressed in items memorized per year per minute. For example, if 20 minutes a day result in memorizing 10,000 items a year, the acquisition rate is 500 elements/year/min (10,000/20). In SuperMemo, the acquisition rate may vary from 30-1000 items/year/minute depending on the difficulty of the material, forgetting index and the stage of the process. Acquisition rate may decrease substantially in the first year only to stabilize asymptotically as years pass by. See formula