How often do you need to refresh your memory?

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    Memory Refresh
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Discussion Overview

The discussion revolves around how often individuals need to refresh their memory on mathematical topics they have studied but do not frequently use. Participants explore the variability in memory retention based on the depth of study, personal interest, and the nature of the subject matter.

Discussion Character

  • Exploratory
  • Debate/contested
  • Conceptual clarification

Main Points Raised

  • Some participants note that memory retention varies significantly by topic, with some concepts being easily forgotten while others remain memorable.
  • A participant questions whether one could revisit a complex topic, such as ring theory, after a year without significant difficulty, suggesting that familiarity with the material may allow for a reasonable understanding upon review.
  • Another participant expresses skepticism about retaining detailed knowledge of subjects not frequently used, indicating that they would likely need to revisit textbooks for assistance.
  • Some argue that the frequency of memory refreshment may differ between students and professors, with students potentially needing to review material more often than professors who work within their fields regularly.
  • A participant humorously compares the need to refresh memory in mathematics to needing reminders for everyday tasks, emphasizing that everyone requires some form of reference.
  • There is a suggestion that a strong memory may not be a prerequisite for success in research, as individuals tend to remember information relevant to their specific fields of study.
  • Concerns are raised about the feasibility of claiming to never forget a math topic, highlighting the subjective nature of memory retention.

Areas of Agreement / Disagreement

Participants express a range of views on memory retention, with no clear consensus on how often one needs to refresh their memory or the implications of memory on academic and professional success.

Contextual Notes

The discussion reflects personal experiences and subjective opinions regarding memory retention, with no definitive conclusions drawn about the effectiveness of memory strategies or the necessity of refreshing knowledge.

Who May Find This Useful

Individuals interested in educational psychology, memory retention strategies, or the experiences of students and professionals in STEM fields may find this discussion relevant.

How often do you need to refresh your memory for a topic you rarely use?

  • Twice a year

    Votes: 10 50.0%
  • Once a year

    Votes: 8 40.0%
  • Once every 2 years

    Votes: 1 5.0%
  • Once every 3 years

    Votes: 0 0.0%
  • Once every 4 years

    Votes: 0 0.0%
  • Once every 5 years

    Votes: 0 0.0%
  • I never forget any math topic I learn!

    Votes: 1 5.0%

  • Total voters
    20
andytoh
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Some math topics you've studied you will rarely use again. How well do you find that you remember all the fine details of these topics that you rarely use?

By the way, I'm back after one year. Anyone miss me?
 
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How cow. I don't recognize any of the names on the online list.
 
Depends on the topic. Sometimes you never forget, sometimes I forget 5 seconds after I just used it.
 
I mean a subject that you studied as much as in an actual course (hence a course at your level at the time), did the problems, even got tested, etc... But you never used the topic ever again.

For example, suppose you just finished a course in ring theory, and you never used ring theory again. After one year, would you be able to pick up your old ring theory textbook and tackle those problems without saying "Man, I forgot all this." ?
 
Last edited:
andytoh said:
For example, suppose you just finished a course in ring theory, and you never used ring theory again. After one year, would you be able to pick up your old ring theory textbook and tackle those problems without saying "Man, I forgot all this." ?
Absolutely not. But, after reading through the relevant material I would like to think I'd be able to have a go. After all, it seems pointless trying to remember everything you've ever been taught. That's what textbooks are for!
 
who do you think we are? all enrico fermis and paul diracs and gausses?
 
The question is fairly vague. It depends on how thoroughly you cemented the math into your brain in the first place. Some things I forget in a month, others I never forget.
 
I know what you meant, and the answer is the same. In particular, it's been a year since I looked at anything to do with group theory or ring theory, and despite doing very well in both, I could remember the ring theory fine, but not the group theory at all.
 
I'll give a general answer. I may not be able to remember every fine detail about the subject, but I feel that I could read the textbook and not struggle to understand it. I think if I read a few lines here and there, it'll click again. However, unless I use it constantly, it won't be on the tip of my tongue. I find it hard to remember much about group theory, but hey partial differential equations I'm good to go! :)
 
  • #10
I'm not one for remembering -- like cristo said, that's what textbooks are for.
 
  • #11
It's pretty often for me...I usually forget things shortly after the class is over. But then there's some things that just stick. I guess it probably has a lot to do with my interest in the subject and how much I use it.
 
  • #12
Is it fair to say that students would be skewed to greater frequency and professors would be skewed to less frequency required (perhaps never needing any rereading?). If so, would you then say that having such a good memory is a big requirement for being good enough to become a researcher in the first place?
 
  • #13
Ahahah - i don't think anyone can remember everything without reference - hell i need to look through my grocerry list several times at the store even after i wrote it down and debated what i needed to get for the whole week.

No harm in refreshing your memory - doesn't make you any more special than you already are. If that was the case then Kevin Trudeau would be a nobel Laureate just because he remember phone numbers, birthdays and first names.
 
  • #14
andytoh said:
Is it fair to say that students would be skewed to greater frequency and professors would be skewed to less frequency required (perhaps never needing any rereading?). If so, would you then say that having such a good memory is a big requirement for being good enough to become a researcher in the first place?

They'll remember things in their field of research and courses they teach and that's about it.

They work on it daily. If someone worked on mathematics everyday, I'm sure they would remember it all too. Not necessarily solve anything, but they will remember it.
 
  • #15
How can anyone claim to not forget a math topic?
 

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