I have a specific question and a generalisation of that question.
Specifically, I have recently considered obtaining and working my way through some maths teacher training materials because I want to be better at explaining mathematical concepts (or any concepts, really) to others. I don’t know whether this will actually be a productive use of my time. So, a question to educators: are there general theories and principles of this aspect of education (tuition, explaining stuff, etc.) that I could pick up through reading a book, and experience immediate gains from?
More generally, are there any useful heuristics for determining what subjects do or don’t have this characteristic of “core principles with immediate gains”? A few hours of self-defence training raise you considerably above zero hours of self-defence training, and reading How to Win Friends and Influence People gives the reader a lot of immediate practical tips that they can start using. Meanwhile, a lot of academic subjects require a considerably greater investment of time and effort before you can actually do anything with them.
I do have a certain level of skepticism as far as this characteristic is concerned. I’m pretty sure someone who’s read a decent popular introduction to economics is equipped with a lot of useful principles, but they’re probably also equipped with a lot of oversimplified ideas and a great deal of overconfidence in their understanding of the subject.
because I want to be better at explaining mathematical concepts (or any concepts, really) to others.
I’d suggest looking into effective techniques for tutoring, rather than teaching in general. It’s both a more marketable skill, as well as more valuable for explaining things to other people. It may be my personality bias showing, though - I’m much more comfortable in 1 on 1 social situations.
As a strategy, I’d spend a few hours looking at how to evaluate the difference between good and bad tutoring, and then head up to anywhere that needs volunteer tutors and start volunteering.
Re the specific question, I was told that there exists quite a lot of good, experimentally confirmed research on education in general and math education in particular, but that almost none of this research is implemented in high schools and very little in tertiary. So I would guess that teacher training materials will not contain it.
How Learning Works: Seven Research-Based Principles for Smart Teaching (2010) is the standard text that gets thrown around (as far as education in general). I’m surprised it apparently hasn’t come up here before, since the approach is very well aligned with LW norms. I’d say it’s worthwhile for anyone who expects to teach (or learn) in the future.
I’ll plan on writing up a summary/review if no one beats me to it.
I have a specific question and a generalisation of that question.
Specifically, I have recently considered obtaining and working my way through some maths teacher training materials because I want to be better at explaining mathematical concepts (or any concepts, really) to others. I don’t know whether this will actually be a productive use of my time. So, a question to educators: are there general theories and principles of this aspect of education (tuition, explaining stuff, etc.) that I could pick up through reading a book, and experience immediate gains from?
More generally, are there any useful heuristics for determining what subjects do or don’t have this characteristic of “core principles with immediate gains”? A few hours of self-defence training raise you considerably above zero hours of self-defence training, and reading How to Win Friends and Influence People gives the reader a lot of immediate practical tips that they can start using. Meanwhile, a lot of academic subjects require a considerably greater investment of time and effort before you can actually do anything with them.
I do have a certain level of skepticism as far as this characteristic is concerned. I’m pretty sure someone who’s read a decent popular introduction to economics is equipped with a lot of useful principles, but they’re probably also equipped with a lot of oversimplified ideas and a great deal of overconfidence in their understanding of the subject.
I’d suggest looking into effective techniques for tutoring, rather than teaching in general. It’s both a more marketable skill, as well as more valuable for explaining things to other people. It may be my personality bias showing, though - I’m much more comfortable in 1 on 1 social situations.
As a strategy, I’d spend a few hours looking at how to evaluate the difference between good and bad tutoring, and then head up to anywhere that needs volunteer tutors and start volunteering.
Re the specific question, I was told that there exists quite a lot of good, experimentally confirmed research on education in general and math education in particular, but that almost none of this research is implemented in high schools and very little in tertiary. So I would guess that teacher training materials will not contain it.
How Learning Works: Seven Research-Based Principles for Smart Teaching (2010) is the standard text that gets thrown around (as far as education in general). I’m surprised it apparently hasn’t come up here before, since the approach is very well aligned with LW norms. I’d say it’s worthwhile for anyone who expects to teach (or learn) in the future.
I’ll plan on writing up a summary/review if no one beats me to it.
Yes, please do write the summary!
(Former teacher here, and I sometimes discuss this topic with my friends.)
OK, it’s done.