Self Learning Math/Physics

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Andreas, a 35-year-old from Germany, seeks to relearn math and physics as a personal endeavor rather than a career pursuit. He acknowledges the challenges of self-study, including the lack of structure and community support, but expresses a strong desire to move beyond popular science content to a deeper understanding of the subjects. His study plan includes brushing up on basic math, learning calculus and linear algebra, and working through algebra-based physics texts. Concerns about the future relevance of these subjects due to AI advancements are raised, but responses emphasize the enduring value of foundational knowledge and the potential for personal fulfillment. The discussion highlights the importance of self-motivation and utilizing available resources for effective learning.
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Hey, I am Andreas from Germany. I am currently 35 years old and I want to relearn math and physics. This is not one of these regular questions when it comes to this matter. So... I am very realistic about it. I know that there are severe contraints when it comes to selfstudy compared to a regular school and/or university (structure, peers, teachers, learning groups, tests, access to papers and so on) . I will never get a job in this field and I will never be taken serious by "real" scientists and I most certaily won't win the nobel prize :biggrin:

I always was interested in Physics. I remember reading books about Astronomy when I was 8. I wanted to study Physics and become an Astrophysicists from the age of 15 on (before that, I was more into Meteorology). I don't want to tell my whole life story, because it would be too long and it would sound like I am fishing for pity. Let's just say I had problems in school, mental illness followed, depression... and I just gave up.

As I mentioned before, I know that I won't do any research at all or that I will communicate with proper scientists. It's just that over the years I have read so many popular science books and watched so many popular science vids on Youtube, that I got super bored with the "dumbed down" explanations and analogies, because they are often the same. And that I (at least I think) am able to get way deeper into things if I just kick myself in the butt is nagging on me for years... more than a decade to be precise.

I watched "The Biggest Ideas" video series of Sean Carroll and that really motivated me to get started. If you haven't seen it: Watch it. It's the perfect sweetspot between popular science and mathematical rigor.

So I made my plan: First I will brush up on basic math and then properly learn Calculus and Linear Algebra. Parallel to this, I will try to work through a book with Algebra based Physics (Giancoli). After that maybe an Astronomy book. I think that alone may take some time. My goal is to get good enough to get through and understand undergrade textbooks like Classical Mechanics by Taylor or Electrodynamics by Griffith. The big dream is - of course - to get deeper into Quantum Physics, Relativity, Astrophysics and Cosmology. Maybe deep enough to read papers. I know that that will take years and years... and bear in mind that I have to do this as a hobby on the side...

Why am I here? Well, I have motivational problems right from the start :rolleyes: And for kind of an odd reason: AI. I have no access to universities or research centers, so I don't know if this is a valid or a super dumb question, but learning this from scratch alone by books gives me the feeling to learn something that isn't relevant anymore.
For example: I wanted to get into programming, too. Python to be exact. For math modelling. Then I read an article that 80% of people using Python are not writing code anymore but rather let an AI do it. What's the point in sitting my butt in front of a book or learning software when in a few years nobody will code anymore.

Furthermore it really constraints self studying even more. I am able to get textbooks. Even very advanced ones. But if math and physics is only done by AI supercomputers in the future, why should I learn all this? I won't have access to this... ever.

So what do you make of this?
 
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Welcome to PF.

Do you have access to community colleges where you live? That is a better option for learning the first 2 years of university physics/math, IMO. It helps a lot to have a university-like setting to learn, with lectures and in-person instructors and other students to form study groups with.

As for AI, at least for the forseeable future there will still be professional humans at least using the AI tools, and at most doing way more than the AI tools alone can do. As you learn more about coding you will likely come to understand where you can use AI to help out, and where you need to do the work yourself.
 
misterknister said:
So what do you make of this?
I think there is a big difference between math and physics. Sure, calculus, linear algebra, and possibly differential geometry are necessary. But I do not mean the stuff, I speak of the language. Physics is the art of dealing with coordinates in all their variants and transformations between them. So you should get used to it early. Coordinates in mathematics play a minor role, and I know a few mathematicians who really dislike them. This would be my advice if physics remains on your list: learn things like the Einstein notation, Christoffel symbols, and whatever occurs in the world of coordinates.

Here is a collection of articles at PF about self-studying:
They are finally opinions, so don't take them as carved in stone. You should post your questions here whenever you are stuck. That can save time and decrease frustration. Since you have no controlling instance, you should use PF. Also, you can find thousands of lecture notes on university servers. E.g., the search key "Analysis I + pdf" or "calculus I + pdf" yields the first semester of calculus. For differential geometry, I would add "Einführung" or "introduction". This is nowadays a good alternative to expensive textbooks, and if you don't like the style of one professor, simply choose another one. You will probably find English lecture notes even on German university servers. When you are looking for exercises, search for "calculus I + exam + solution + pdf" or "Analysis I Klausur + Lösungen + pdf". The pdf-part in all search keys is important. It makes sure that you find a university server and not someone's homepage.

is another list of tips about how to use the internet.
 
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berkeman said:
Do you have access to community colleges where you live? That is a better option for learning the first 2 years of university physics/math, IMO.
We don't have this structure in Germany. There is school and there is university, well, various forms of it, depending on whether you search for a more practical path, like engineering, or a more theoretical path. What we do have is something called "remote study", where you can enroll in a university and study at home. Everything is exchanged by mail, but it counts as university. Gaining access to a university requires a certain school exam and usually personal presence.
 
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misterknister said:
But if math and physics is only done by AI supercomputers in the future, why should I learn all this? I won't have access to this... ever.
I see no reason to believe this scenario
 
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misterknister said:
First I will brush up on basic math and then properly learn Calculus and Linear Algebra. Parallel to this, I will try to work through a book with Algebra based Physics (Giancoli).
In the US, it's common for colleges/universities to teach calculus-based introductory physics courses in parallel with the introductory calculus courses. Intro physics courses at that level (using e.g. Halliday/Resnick/Walker) usually don't actually use calculus in deep detail, that requires all the techniques taught in a calculus course. You need to know the concepts of derivatives and integrals, and be able to calculate them for simple functions like polynomials, sines, cosines, etc.
 
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misterknister said:
But if math and physics is only done by AI supercomputers in the future, why should I learn all this?

But why should you care? You led off by stating that you don't intend to pursue math and physics as a career, but to satisfy your own intellectual curiosity:

misterknister said:
As I mentioned before, I know that I won't do any research at all or that I will communicate with proper scientists. It's just that over the years I have read so many popular science books and watched so many popular science vids on Youtube, that I got super bored with the "dumbed down" explanations and analogies, because they are often the same. And that I (at least I think) am able to get way deeper into things if I just kick myself in the butt is nagging on me for years... more than a decade to be precise.

So you can still fulfill your goal by learning via traditional methods:

misterknister said:
I am able to get textbooks. Even very advanced ones.

It'll take you many, many years of self-study (if ever) before you exhaust traditional resources.
 
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jtbell said:
In the US, it's common for colleges/universities to teach calculus-based introductory physics courses in parallel with the introductory calculus courses. Intro physics courses at that level (using e.g. Halliday/Resnick/Walker) usually don't actually use calculus in deep detail, that requires all the techniques taught in a calculus course. You need to know the concepts of derivatives and integrals, and be able to calculate them for simple functions like polynomials, sines, cosines, etc.
This is part of the school system in Germany that enables you to enroll at a university. We have several different kinds of schools, one leads to the necessary graduation. It lasts longer than the others, 4+9 years. The other main school form ends in 4+6 years. This is also the main obstacle why American high school graduations don't automatically qualify for starting a study at a German university. The gap of content that, e.g., the books on OpenStax seek to close doesn't exist in the first place. However, there are other gaps that many students struggle with in their first year: self-responsibility to learn the material because the automatic control in classrooms breaks away, and the different perspectives. While math at school is mainly algorithm-based, i.e., learning tools to solve problems, math at university is concept-based. The same in physics. While physics at school is usually along the lines of what can be tested by experiments, physics at university concentrates on the calculations.
 
Many professors in the US will allow you to sit in on their classes without registering. Some may even grade your homework, exams I suggest you speak with them after class to give them plausible deniability, since sitting in without registering is a gray area in some schools.
 
  • #10
misterknister said:
Hey, I am Andreas from Germany. I am currently 35 years old and I want to relearn math and physics. This is not one of these regular questions when it comes to this matter. So... I am very realistic about it. I know that there are severe contraints when it comes to selfstudy compared to a regular school and/or university (structure, peers, teachers, learning groups, tests, access to papers and so on) . I will never get a job in this field and I will never be taken serious by "real" scientists and I most certaily won't win the nobel prize :biggrin:

I always was interested in Physics. I remember reading books about Astronomy when I was 8. I wanted to study Physics and become an Astrophysicists from the age of 15 on (before that, I was more into Meteorology). I don't want to tell my whole life story, because it would be too long and it would sound like I am fishing for pity. Let's just say I had problems in school, mental illness followed, depression... and I just gave up.

As I mentioned before, I know that I won't do any research at all or that I will communicate with proper scientists. It's just that over the years I have read so many popular science books and watched so many popular science vids on Youtube, that I got super bored with the "dumbed down" explanations and analogies, because they are often the same. And that I (at least I think) am able to get way deeper into things if I just kick myself in the butt is nagging on me for years... more than a decade to be precise.

I watched "The Biggest Ideas" video series of Sean Carroll and that really motivated me to get started. If you haven't seen it: Watch it. It's the perfect sweetspot between popular science and mathematical rigor.

So I made my plan: First I will brush up on basic math and then properly learn Calculus and Linear Algebra. Parallel to this, I will try to work through a book with Algebra based Physics (Giancoli). After that maybe an Astronomy book. I think that alone may take some time. My goal is to get good enough to get through and understand undergrade textbooks like Classical Mechanics by Taylor or Electrodynamics by Griffith. The big dream is - of course - to get deeper into Quantum Physics, Relativity, Astrophysics and Cosmology. Maybe deep enough to read papers. I know that that will take years and years... and bear in mind that I have to do this as a hobby on the side...

Why am I here? Well, I have motivational problems right from the start :rolleyes: And for kind of an odd reason: AI. I have no access to universities or research centers, so I don't know if this is a valid or a super dumb question, but learning this from scratch alone by books gives me the feeling to learn something that isn't relevant anymore.
For example: I wanted to get into programming, too. Python to be exact. For math modelling. Then I read an article that 80% of people using Python are not writing code anymore but rather let an AI do it. What's the point in sitting my butt in front of a book or learning software when in a few years nobody will code anymore.

Furthermore it really constraints self studying even more. I am able to get textbooks. Even very advanced ones. But if math and physics is only done by AI supercomputers in the future, why should I learn all this? I won't have access to this... ever.

So what do you make of this?
:welcome:

Okay so I'm going to give my usual disclaimer when I give academic advice which is that I'm a kid and definitely not qualified: but maybe you will find something valuable in this anyway.

Here's my take:

You aren't planning on doing maths/physics as a career anyway.
You're doing it to learn and satisfy your curiosity.
So why on Earth should you care whether AI can do it or not? If you are unsatisfied with the shallow explanations given in popular science books and you want to learn more, then learn more. So what if AI can do physics (which, for now, it can't, not very well anyway)? You're not going to use that skill for much apart from satisfying curiosity anyway. Whether AI can do physics or not shouldn't change your situation at all.

I would say the same for python programming. Yes it can be done with AI. But if it sounds interesting to you, then go ahead. Just because something is not a skill that can land you a job doesn't mean it is a waste of time.

P.S: For the Astronomy book I recommend Ryden, or for a more brief introduction Salvati. These two have been my favourite from personal experience (though, maybe my bias to Salvati is unfair as I found it a useful guide from the perspective of someone preparing for the Astro olympiad. Maybe stick to Ryden for general learning)
 
  • #11
berkeman said:
Do you have access to community colleges where you live?
The German community colleges (Volkshochulen) are quite different. They are basically split in three parts: 1. general school education degrees, 2. learning languages 3. skills like pottery or singing. There are no dedicated math or physics courses there.
fresh_42 said:
Here is a collection of articles at PF about self-studying:
Thanks for all the info!
TensorCalculus said:
So why on Earth should you care whether AI can do it or not?
CrysPhys said:
But why should you care? You led off by stating that you don't intend to pursue math and physics as a career, but to satisfy your own intellectual curiosity:
Yes, why should I care? I know that it sounds stupid. But let me give you an analogy: When you divide some big numbers, do you do it with a calculator or do you write down long division? Even if you have fun with doing it by hand, doesn't it feel a bit unnecessary or dumb or that you are wasting time?

With AI I feel like: Yes I could derive the Schrödinger Equation for an Hydrogen atom (this is a fictional example, I am VERY FAR from problems like this), but the AI can do that in 1 second.
 
  • #12
misterknister said:
With AI I feel like: Yes I could derive the Schrödinger Equation for an Hydrogen atom (this is a fictional example, I am VERY FAR from problems like this), but the AI can do that in 1 second.
If this really bothers you, may I suggest that you take up a more idiosyncratic pursuit. Perhaps painting or sculpture. Each work product has value because of its uniqueness: it will be redolent with individuality not easilly matched by artificial art (unless perhaps you somehow emulate Bob Ross......)
Also I think a more productive paradigm is to try to understand deeply and authoritatively some particular physical phenomenon or set of phenomena. You will learn a lot of physics in the process because one question always begets a host of subsequent questions if you have an inquisitive nature. Behold the ensuing chain reaction of knowledge!
 
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  • #13
misterknister said:
Yes, why should I care? I know that it sounds stupid. But let me give you an analogy: When you divide some big numbers, do you do it with a calculator or do you write down long division? Even if you have fun with doing it by hand, doesn't it feel a bit unnecessary or dumb or that you are wasting time?

With AI I feel like: Yes I could derive the Schrödinger Equation for an Hydrogen atom (this is a fictional example, I am VERY FAR from problems like this), but the AI can do that in 1 second.

You are contradicting yourself. Do you wish to pursue a subject matter purely for intellectual curiosity, self-satisfaction, and pleasure ... or not? If I wish to write poetry, compose music, take photographs, or whatever for fun, the creative processes are ends in themselves. Even though I can pull up AI programs to write a poem, compose a song, or generate a photo ... if I am only interested in producing the final results in the shortest period of time with the least effort. So if you believe that AI can generate the physics and math results you seek and don't wish to understand the underlying physics and math, and don't wish to pursue intellectual challenges, then don't study physics and math. Problem solved.
 
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AIs are dumb as bread. They can collect facts, and if you are lucky, even correct ones. They do not understand a word of what they produce. Physics and math are sciences of concepts. They constantly ask "why". And although the answers to these questions may depend on the level you accept as an answer, an AI does not know why at all. Writing down an equation without knowing what it tells is meaningless. I possess two paperbacks titled "Atlas zur Mathematik" (Atlas for Mathematics), full of equations and summaries. I never used them at all. Yes, the tiny print is awful, and Wikipedia and nLab are faster, but when it comes to details, I use my textbooks or search for lecture notes. The problem with AIs is that you cannot trust them. And if you have to check their answers anyway, there is no point in using them in the first place.
 
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  • #15
I know I’ve said this before, but to learn and understand math properly you’ll need to do it. I mean practice it like you would ice skating or playing the trompet. Reading about it simply isn’t enough.
 
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  • #16
misterknister said:
The German community colleges (Volkshochulen) are quite different. They are basically split in three parts: 1. general school education degrees, 2. learning languages 3. skills like pottery or singing. There are no dedicated math or physics courses there.

Thanks for all the info!


Yes, why should I care? I know that it sounds stupid. But let me give you an analogy: When you divide some big numbers, do you do it with a calculator or do you write down long division? Even if you have fun with doing it by hand, doesn't it feel a bit unnecessary or dumb or that you are wasting time?

With AI I feel like: Yes I could derive the Schrödinger Equation for an Hydrogen atom (this is a fictional example, I am VERY FAR from problems like this), but the AI can do that in 1 second.
Whatever joy you would get from understanding (not necessarily even doing) real/advanced physics, can't be obtained for you on your behalf by AI. To give an analogy, if you want to understand the division algorithm and why it works, you wouldn't feel like you're wasting your time just because a calculator can do it fast. If you want to understand what the Schrodinger equation is saying, then how fast a computer can solve it shouldn't matter. Sudoku and chess are trivial for computers to obliterate the best humans, yet are still popular. A computer can perfectly scan an art piece - does that mean art appreciation classes are worthless?

Regarding code, even if AI writes code you still need to know what each line is doing to debug things when they go wrong.

Once you learn calculus, you can look at Leonard Susskind's lectures and books. They were made for an audience like you.
 
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  • #17
sbrothy said:
I know I’ve said this before, but to learn and understand math properly you’ll need to do it. I mean practice it like you would ice skating or playing the trompet. Reading about it simply isn’t enough.
True. But the OP needs to sort out in their own head whether they want to learn and understand math properly, or whether they are content with entering input to a computer and receiving the output the computer spits out.
 
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  • #18
Yeah sorry. Was a little too quick there. The OP explicitly said he wanted to "work through" math books. It just kinda drowned for me in between the OP mentioning having seen all these popular videos and whatnot.

Sadly, I too often see other people having this misconception.
 
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  • #19
sbrothy said:
Yeah sorry. Was a little too quick there. The OP specifically said he wanted to "work through" math books. It just kinda drowned for me in between the OP mentioning having seen all these popular videos and whatnot.

Sadly, I too often see other people having this misconception.
The OP is even more confused about what they're after. They stated that they want to pursue math and physics to satisfy their own intellectual curiosity, that they do not plan to make a career in those fields. But then they say, "Why should I bother learning all this stuff if a computer can spit out answers in a second?"
 
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  • #20
CrysPhys said:
The OP is even more confused about what they're after. They stated that they want to pursue math and physics to satisfy their own intellectual curiosity, that they do not plan to make a career in those fields. But then they say, "Why should I bother learning all this stuff if a computer can spit out answers in a second?"
Yeah welp, sadly a symptom of our times. Already, supposedly grown-ups can’t even do division using only pen and paper.
 
  • #21
sbrothy said:
Yeah welp, sadly a symptom of our times. Already, supposedly grown-ups can’t even do division using only pen and paper.
And then there are some who would say, "Errr ... pen and paper? What are those?"
 
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  • #22
misterknister said:
When you divide some big numbers, do you do it with a calculator or do you write down long division? Even if you have fun with doing it by hand, doesn't it feel a bit unnecessary or dumb or that you are wasting time?
Well...
In the case of long division, not many do it because not many find it interesting to divide big numbers. It's the context that the long division is in that is usually the interesting bit (like seriously, enjoying long division has to be some other level of nerd). In my case, yes I would feel useless. Probably because the thing that will give me joy, the thing that I actually care about, is the result of some physics problem or something I'm trying to work out (and they're probably basic enough that ChatGPT-5 could do them on a good day, but that's not stopping me from "wasting all my time" on physics is it?) and I don't enjoy the process of long division. But in this case, you want to do physics and maths for the purpose of enjoying the process. In that case you would not feel useless, and maybe a better analogy would be someone who wants to learn to draw because they find it intriguing and fun even though AI can do it (similar to what @CrysPhys said).
There are "human calculators" out there who do actually enjoy dividing things themselves, or doing long divisions either on paper or in their head. Maybe a calculator can do what they're doing but it's not like they want that as something they can put on a job CV anyway, they're doing it for fun.

Plus as said by @fresh_42 LLMs are stupid. They're a model that quite literally just predicts what the most likely token to come next is given a context, based on the data that they've been trained on. They're a long shot from replacing physicists in my eyes.
(ADD: I know that AI can now "plan" and "think through" its steps and even "check" it's answer to get a slightly more high quality answer. But that doesn't change what it fundamentally is)

And agreed with @Muu9 about the Leonard Susskind books. They're fast paced and only give a high level overview of things however the theoretical minimum "series" is a great set of books to read over quickly and make up your mind as to whether you find maths/physics enjoyable to pursue it in more depth.
 
  • #23
misterknister said:
With AI I feel like: Yes I could derive the Schrödinger Equation for an Hydrogen atom (this is a fictional example, I am VERY FAR from problems like this), but the AI can do that in 1 second.
Perhaps you need to start with a course in existentialist philosophy. Life is absurd and pointless and we have to find something to do with this brief interlude between two eternities of non-existence.
 
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  • #24
misterknister said:
With AI I feel like: Yes I could derive the Schrödinger Equation for an Hydrogen atom (this is a fictional example, I am VERY FAR from problems like this), but the AI can do that in 1 second.
AI can do that because it's such a standard derivation that it's all over the internet and all it needs to do is spit out the derivation, it's basically no different than google for things like that. It's not "deriving" anything. If you show it basic arithmetic but basic arithmetic that is a bunch of random really high numbers with a bunch of decimal points that it has never seen before, it will struggle a lot more.
 
  • #25
TensorCalculus said:
Well...
In the case of long division, not many do it because not many find it interesting to divide big numbers. It's the context that the long division is in that is usually the interesting bit (like seriously, enjoying long division has to be some other level of nerd). In my case, yes I would feel useless. Probably because the thing that will give me joy, the thing that I actually care about, is the result of some physics problem or something I'm trying to work out (and they're probably basic enough that ChatGPT-5 could do them on a good day, but that's not stopping me from "wasting all my time" on physics is it?) and I don't enjoy the process of long division. But in this case, you want to do physics and maths for the purpose of enjoying the process. In that case you would not feel useless, and maybe a better analogy would be someone who wants to learn to draw because they find it intriguing and fun even though AI can do it (similar to what @CrysPhys said).
There are "human calculators" out there who do actually enjoy dividing things themselves, or doing long divisions either on paper or in their head. Maybe a calculator can do what they're doing but it's not like they want that as something they can put on a job CV anyway, they're doing it for fun.

Plus as said by @fresh_42 LLMs are stupid. They're a model that quite literally just predicts what the most likely token to come next is given a context, based on the data that they've been trained on. They're a long shot from replacing physicists in my eyes.
(ADD: I know that AI can now "plan" and "think through" its steps and even "check" it's answer to get a slightly more high quality answer. But that doesn't change what it fundamentally is)

And agreed with @Muu9 about the Leonard Susskind books. They're fast paced and only give a high level overview of things however the theoretical minimum "series" is a great set of books to read over quickly and make up your mind as to whether you find maths/physics enjoyable to pursue it in more depth.

In Denmark they recently changed the way STEM is taught in elementary school. Well math specifically I guess, with the result that the parents now don’t understand their children’s homework and can’t help them. Embarraasing. I mean how hard can an 8 year old’s homework be?
 
  • #26
sbrothy said:
In Denmark they recently changed the way STEM is taught in elementary school. Well math specifically I guess, with the result that the parents now don’t understand their children’s homework and can’t help them. Embarraasing. I mean how hard can an 8 year old’s homework be?
Welp, same in Britain. Though embarrassingly despite still learning basic maths in school I am so insanely reliant on my calculator it is crazy. I never mark my little sister's maths work without a calculator in my hand, despite most of the maths being basic arithmetic...
 
  • #27
sbrothy said:
In Denmark they recently changed the way STEM is taught in elementary school. Well math specifically I guess, with the result that the parents now don’t understand their children’s homework and can’t help them. Embarraasing. I mean how hard can an 8 year old’s homework be?

TensorCalculus said:
Welp, same in Britain. Though embarrassingly despite still learning basic maths in school I am so insanely reliant on my calculator it is crazy. I never mark my little sister's maths work without a calculator in my hand, despite most of the maths being basic arithmetic...

How times have changed!

There was a time here when set theory became popular in schools. Well, set theory is a bit exaggerated. It actually was drawing some Venn diagrams. But the concept of unions, intersections, and complements was new in arithmetic-dominated math classes. I once tutored a granny about this stuff because she wanted to be able to help her grandchildren with their homework.

You should take this old lady as an example, not a calculator. :biggrin:
 
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  • #28
PeroK said:
Perhaps you need to start with a course in existentialist philosophy. Life is absurd and pointless and we have to find something to do with this brief interlude between two eternities of non-existence.
Come to physicsforums for help with mathematics and get a desiccated lecture on Kierkegaard vs. Max Stirner’s “The Ego and it’s Own” with a side dish of nihilistic ontologism. :woot:

Quoting @fresh_42 :
[…] There was a time here when set theory became popular in schools. Well, set theory is a bit exaggerated. It actually was drawing some Venn diagrams. But the concept of unions, intersections, and complements was new in arithmetic-dominated math classes. […]

I remember learning about unions and sets as some of the earliest math lessons I had. At the time it was ineffable and boring; later though I’m glad we had those lessons as they made many other concepts accessible. Without that ballast I highly doubt that a book like Hofstadter’s GEB would have made any sense to me.
 
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  • #29
TensorCalculus said:
Well....hat ChatGPT-5 could do them on a good day, but that's not stopping me from "wasting all my time" on physics is it?) and I don't enjoy the process of long division. But in this case, you want to do physics and maths for the purpose of enjoying the process. In that case you would not feel useless, and maybe a better analogy would be someone who wants to learn to draw because they find it intriguing and fun even though AI can do it (similar to what @CrysPhys said).
There are "human calculators" out there who do actually enjoy dividing things themselves, or doing long divisions either on paper or in their head. Maybe a calculator can do what they're doing but it's not like they want that as something they can put on a job CV anyway, they're doing it for fun.

Plus as said by @fresh_42 LLMs are stupid. They're a model that quite literally just predicts what the most likely token to come next is given a context, based on the data that they've been trained on. They're a long shot from replacing physicists in my eyes.
(ADD: I know that AI can now "plan" and "think through" its steps and even "check" it's answer to get a slightly more high quality answer. But that doesn't change what it fundamentally is)

A....e it in more depth.
Excuse for cutting away some of the above quote...

Something is bothersome about what is said in post #22, from @TensorCalculus.

Within main computer programming languages each of them has several dialects (and I am just guessing that the word "dialect" is chosen well). A program during development and at a finish still needs to be TESTED extensively or not, in order to look for and remedy problems in coding. How The infierno will Artificial Intelligence take care of all that?
 
  • #30
fresh_42 said:
There was a time here when set theory became popular in schools. Well, set theory is a bit exaggerated. It actually was drawing some Venn diagrams. But the concept of unions, intersections, and complements was new in arithmetic-dominated math classes.

:H Brings back bad memories from many decades ago. Set theory was the pivotal theme for the "new math" in the US, foisted on innocent students by the SMSG (https://en.wikipedia.org/wiki/School_Mathematics_Study_Group). I escaped the new math in elementary school for arithmetic, but it overtook me for junior high algebra. We wasted nearly a school year on it until the math teachers revolted. We then had to undergo intensive remedial work to undo the damage.
 

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