[Home]History of Forgetting rate

HomePage | Recent Changes | Preferences

Revision 10 . . (edit) August 11, 2001 9:14 am by Piotr Wozniak
Revision 8 . . August 11, 2001 6:16 am by (logged).60.221.xxx [*Pretty math]
Revision 7 . . (edit) August 11, 2001 6:12 am by (logged).60.221.xxx
  

Difference (from prior major revision) (minor diff, author diff)

Changed: 1c1
The speed of forgetting. In 1885, Hermann Ebbinghaus discovered exponential? nature of forgetting. We can roughly describe forgetting with R=e(-S t) where R is [memory retention]?, S is relative strength of memory and t is time. For this reason, strength of memory (S) is the best way to represent the forgetting rate. If you learn a foreign word today, in most cases, you stand only 90% chance to remember it after several days. Rate of forgetting decreases after each repetition, esp. if the repetition is made at the "right" time
The speed of forgetting. In 1885, Hermann Ebbinghaus discovered exponential? nature of forgetting. We can roughly describe forgetting with R=e(-t/S) where R is [memory retention]?, S is relative strength of memory and t is time. For this reason, strength of memory (S) is the best way to represent the forgetting rate. If you learn a foreign word today, in most cases, you stand only 90% chance to remember it after several days. Rate of forgetting decreases after each repetition, esp. if the repetition is made at the "right" time (e.g. with spaced repetition)

HomePage | Recent Changes | Preferences
Search: