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  #61 (permalink)  
Old 17-June-2009, 01:27 PM
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I know responding to a suspended member might be futile, but there has been a lot of bantering about Einstein and mathematics that I think need to be backed up.

According to the Nobel Prize people about Einstein, here's a few key points.
Quote:
...he entered the Swiss Federal Polytechnic School in Zurich to be trained as a teacher in physics and mathematics. In 1901, the year he gained his diploma...In 1905 he obtained his doctor's degree.
So he clearly had the math background.
Quote:
At the start of his scientific work, Einstein realized the inadequacies of Newtonian mechanics and his special theory of relativity stemmed from an attempt to reconcile the laws of mechanics with the laws of the electromagnetic field.
Clearly an understanding of existing math. You can't reconcile two things without understanding them clearly.

Now they don't address his early years, so here's some other facts.
In particular, look at the misconceptions paragraph explaining how he was never poor in mathematics.
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Old 17-June-2009, 01:34 PM
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The only surprising aspect of this thread is that so many people bothered to post in it. Surely the question is not actually worth an answer, is it?
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Old 17-June-2009, 02:14 PM
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Quote:
Originally Posted by tommac
What math do you want me to know?
Chiefly differential equations.

Differential equations tutorial

There´s plenty of resources on the web.
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Old 17-June-2009, 02:36 PM
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The only surprising aspect of this thread is that so many people bothered to post in it. Surely the question is not actually worth an answer, is it?
Did you read the thread? Have you read many ATM threads? Are you aware of the understanding of and attitudes toward math and science of the people you stand in line next to at the grocery store?

The question is definitely worth an answer. Many more people than just the OP have the same question and need to see it answered.
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Old 17-June-2009, 04:37 PM
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Originally Posted by NEOWatcher View Post
So he clearly had the math background.
Maybe he was just a bit less mathematically inclined than most other people who hold Ph.D.s in mathematics or a math-heavy field.

Sort of like how I didn't fare as well as a lot of my classmates at differential equations. Sure, I wish I had earned better marks, but even so the fact that I've successfully studied differential equations means it's hard to make a case that I'm no good at math. . . just not as good at math as people who are better than me at math.
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Old 17-June-2009, 05:06 PM
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Originally Posted by nauthiz View Post
Maybe he was just a bit less mathematically inclined than most other people who hold Ph.D.s in mathematics or a math-heavy field.

Sort of like how I didn't fare as well as a lot of my classmates at differential equations. Sure, I wish I had earned better marks, but even so the fact that I've successfully studied differential equations means it's hard to make a case that I'm no good at math. . . just not as good at math as people who are better than me at math.
I don't know why, but this post has just really inspired me. You must be living a very happy life, fine sir.
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Old 17-June-2009, 05:28 PM
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Quote:
Originally Posted by tommac
more than loving physics I am a master debater ( and in fact a cunning linguist)
And this is a family board.
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Old 17-June-2009, 06:08 PM
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Originally Posted by tommac View Post
Is math useful for clarification of an idea?
Or
Is math the only way to understand an issue in physics?
I've recently been taking A&M online maths courses which i actually find invigorating since i now appreciate it in a way i never did at school (i started working directly after high-school).

However I dont think its right to say maths is the only way to understand physics. All of Einstein's peers considered him the greatest of their era because he was very intuitive about how nature worked without always understanding the matehmatical formulation. In fact he counted on a very good friend (I dont remmeber the gentlemans name at this moment) to help him with mathematical formulations.

On the other hand i believe if one wants to develop a theory which can be falsified, and for it to meet the approval of the scientific community, maths is absolutely vital.

And i also think most everyone can get a good grasp of reasonably advanced maths if they put the time into it.
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Old 17-June-2009, 06:25 PM
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Did you read the thread? .
Yes of course
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Originally Posted by Tobin Dax View Post
Have you read many ATM threads? .
No, and I suspect I won't bother with many if this is typical
Quote:
Originally Posted by Tobin Dax View Post
Are you aware of the understanding of and attitudes toward math and science of the people you stand in line next to at the grocery store?
Very much so
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Originally Posted by Tobin Dax View Post
The question is definitely worth an answer. Many more people than just the OP have the same question and need to see it answered.
I am just surprised that this question needs answering on this forum, that's all.

To me, the question is in the same category as, say, on a forum about Shakespeare, and somebody were to question the point of being able to understand English.

Perhaps I have not yet appreciated the full range of members here.
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Old 17-June-2009, 06:34 PM
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To me, the question is in the same category as, say, on a forum about Shakespeare, and somebody were to question the point of being able to understand English.
Not just you, but to most of us here. That's why it's such a hot topic.

But; yes, I'm sure even on a Shakespeare board, there would be regular members (if they are considerate and patient enough) that would at least try to explain why English is important.
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Old 17-June-2009, 06:38 PM
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[Snip!] To me, the question is in the same category as, say, on a forum about Shakespeare, and somebody were to question the point of being able to understand English. [Snip!]
I made a similar point here about Shakespeare and English that some may find worthwhile.

I finish up that post with the following:
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Originally Posted by Celestial Mechanic
Likewise, if you want to understand science at a level above the popularizations, you will have to learn the math. You will have to learn the history and culture of what went before in science to understand which ideas are taken to be the premises and why, to understand which ideas have been found wanting and why, and to understand what the current speculative ideas are and what is needed to verify or refute them. To repeat: there are no royal roads to anything.
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Old 17-June-2009, 06:52 PM
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Yes of courseNo, and I suspect I won't bother with many if this is typicalVery much soI am just surprised that this question needs answering on this forum, that's all.
I know where you come from, but I think it´s still worth discussing, because tommac has asked which branch of maths should be more useful in approaching physics, especially GR physics. Referring him to number theory or group theory would be a desservice.
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Old 17-June-2009, 06:58 PM
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Philosophy is written in this immense book that stands ever open before our eyes (I speak of the Universe), but it cannot be read if one does not first learn the language and recognize the characters in which it is written. It is written in mathematical language, and the characters are triangles, circles, and other geometrical figures, without the means of which it is humanly impossible to understand a word; without these, philosophy is confused wandering in a dark labyrinth.

Galileo Galilei (1564-1642)
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Old 17-June-2009, 07:40 PM
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Take my word as a native English speaker who has spent his entire life heavily involved in classical music: "piece" is the correct word in this case, i.e. for a short piece by Chopin. Just ask any pianist.

"Number" was originally used by jazz musicians who had their sheet music ordered by numbers. The band leader would call out "47!" instead of "In the Mood!"

Classical musicians rarely speak of "numbers" or "songs," except for special cases.
I was equally amused by the singular, myself. What's more, while I've never, so far as I remember, played Chopin (viola, not piano), I've played a lot of other things, including a very complicated piece of Tschaikovsky. I did know the scales and the notes and so forth, and it was still a bit beyond me. I had a private teacher's help, not to mention the help of the conductor of the youth orchestra in which I played it. I'm not bad at music, and I've put a great deal of study in. But I'm not as good as Mr. Meyer, or even a lot of my friends. To the kid down the street who went to Julliard, I'm sure I'd count as "not as good at music," and I'm sure he'd be right--comparatively. This would not actually stop me from writing music myself, or a great work on music theory, even.
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Old 17-June-2009, 07:55 PM
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Originally Posted by grant hutchison View Post
Grant Hutchison

Well put as usual.

And true.

But with language and math, verbal and visual symbol chimes [verbal /visual]: even science must bow to the mind's ability to comprehend such communication which apparently takes siting at a disk for a minimum 24 for years from birth day one to the end of graduation..

Very constrictive to say the least.

A more direct perception would be more convincing like vision and feel: and philosophy gets put into quibbling about math and language and duality.
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Old 17-June-2009, 08:22 PM
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@Gillianren

I think a few things are getting mixed up in this thread.

I would agree with tommac as far as to say that a layman can appreciate and perhaps even "grasp" concepts such as GR on a simplistic, basic level while standing on the sidelines as a passive spectator. Where this not the case, books like those from Hawkings certainly wouldn't be sell as well as they do.

There is however a huge difference between grasping a concept and working with it, or actually developing new theories with it. While one may get the basic idea of GR, one certainly can't hope to implement it or extrapolate it to other theories without being able to crunch the numbers.

Music isn't quite the same, but mutatis mutandis, one could attempt an analogy.

There are many excellent musicians around who's only instrument of virtuosity is the CD player. Though they may know most of Chopin's music by heart and would be able discuss its interpretation with pianists, they couldn't hope to play two measures of any of it and wouldn't be foolish enough to say they could," if they only wanted to."

However, experience shows that having played an instrument of some kind and having learned some music theory greatly enhances the appreciation and enjoyment of classical music.

Even if a conductor can't play the bassoon, he can still tell the bassoon player how to play a certain passage. However, he can only tell him how it should *sound*, not how the bassoon player should technically create that sound. That's up to the bassoon player who has practiced his little tuchas off for years on end.

So, music and physics may be the same in as much as passive appreciation can be achieved without the "math," but if you want to "play" it, you have to learn the scales.
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Old 17-June-2009, 09:22 PM
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Originally Posted by kleindoofy View Post
Take my word as a native English speaker who has spent his entire life heavily involved in classical music: "piece" is the correct word in this case, i.e. for a short piece by Chopin. Just ask any pianist.

"Number" was originally used by jazz musicians who had their sheet music ordered by numbers. The band leader would call out "47!" instead of "In the Mood!"

Classical musicians rarely speak of "numbers" or "songs," except for special cases.


For this case "Stück" would be correct.

The band I'm in calls them "charts". Piece works well. Another word used is "work"--the work by Chopin. Also, something more specific, like the waltz by Chopin or the fugue by Bach.

To me, "song" is something that is sung.
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Old 17-June-2009, 09:23 PM
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Originally Posted by NEOWatcher View Post
I know responding to a suspended member might be futile, but there has been a lot of bantering about Einstein and mathematics that I think need to be backed up.

According to the Nobel Prize people about Einstein, here's a few key points.

So he clearly had the math background.

Clearly an understanding of existing math. You can't reconcile two things without understanding them clearly.

Now they don't address his early years, so here's some other facts.
In particular, look at the misconceptions paragraph explaining how he was never poor in mathematics.
I think part of the problem is there is a lot of mathematics, and no mathematician knows it all. Einstein was weak in differential manifolds, and got help from an expert before formulating his General Relativity.
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Old 17-June-2009, 09:32 PM
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You can use a conceptual model to develop a mathematical model, or you can make observation and use the observations to develop both conceptual and mathematical models.

The mathematical models, if the conceptualization is correct; should then have the power to predict past, present and future events within the boundaries of the model. What should be consistent, is that all of the mathematical arguments used to explain the physical concepts should be seamless. The irony is, accepted theories are NOT mathematically cohesive: General Relativist models are time-dependant; quantum models are not; and there is no obvious high ground. So even the concept of 'grasping GR' relies upon some unimaginable conceptual compromises, mathematically
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Old 17-June-2009, 09:37 PM
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Really? I guess the many who do grasp mathematics have yet to reach the "understanding" phase, commensurate with the "controlling Time and Space!" phase.

Unless Time and Space are two puppies from the same litter...
That is so beautiful,

"Two puppies from the same litter."

I see us as sisters.

We argue allot, but that is how we maintainer balances within the time/space continuum.
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Old 17-June-2009, 09:47 PM
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There are many excellent musicians around who's only instrument of virtuosity is the CD player. Though they may know most of Chopin's music by heart and would be able discuss its interpretation with pianists, they couldn't hope to play two measures of any of it and wouldn't be foolish enough to say they could," if they only wanted to."
Wrong. A musician, by definition, is one who plays music. One who just listens to it is not a musician. They may be a connoisseur, but they are not a musician. Further, how do you judge anyone's ability if they have never shown what they can do? They can talk a good game, but you can't call someone "excellent" or a "virtuoso" if they've never shown their stuff, and in order to show their stuff, they have to do the work.

Quote:
However, experience shows that having played an instrument of some kind and having learned some music theory greatly enhances the appreciation and enjoyment of classical music.
Assuredly true.

Quote:
Even if a conductor can't play the bassoon, he can still tell the bassoon player how to play a certain passage. However, he can only tell him how it should *sound*, not how the bassoon player should technically create that sound. That's up to the bassoon player who has practiced his little tuchas off for years on end.
Ah, but a conductor can play bassoon if he's come up through the ranks like any good conductor has. It's one of the things they teach you in music school--how to play everything, so that you can help people know what to do. The conductor, unless they're a bassoonist first themselves, isn't going to be remotely as good, but a conductor who isn't also a musician is not a conductor I'd want to follow.

Quote:
So, music and physics may be the same in as much as passive appreciation can be achieved without the "math," but if you want to "play" it, you have to learn the scales.
But to be considered an expert, you have to know the language. To really understand Bach, you have to know what instruments are being played, for example, and the world he lived in, and why he wrote what he wrote. (There's a reason he wrote so much church music, of course.) You can appreciate the sound, but not the music.
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Old 17-June-2009, 10:06 PM
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Quote:
Originally Posted by kleindoofy View Post
@Gillianren

I think a few things are getting mixed up in this thread.

I would agree with tommac as far as to say that a layman can appreciate and perhaps even "grasp" concepts such as GR on a simplistic, basic level while standing on the sidelines as a passive spectator. Where this not the case, books like those from Hawkings certainly wouldn't be sell as well as they do.

There is however a huge difference between grasping a concept and working with it, or actually developing new theories with it. While one may get the basic idea of GR, one certainly can't hope to implement it or extrapolate it to other theories without being able to crunch the numbers.

Music isn't quite the same, but mutatis mutandis, one could attempt an analogy.

There are many excellent musicians around who's only instrument of virtuosity is the CD player. Though they may know most of Chopin's music by heart and would be able discuss its interpretation with pianists, they couldn't hope to play two measures of any of it and wouldn't be foolish enough to say they could," if they only wanted to."

However, experience shows that having played an instrument of some kind and having learned some music theory greatly enhances the appreciation and enjoyment of classical music.

Even if a conductor can't play the bassoon, he can still tell the bassoon player how to play a certain passage. However, he can only tell him how it should *sound*, not how the bassoon player should technically create that sound. That's up to the bassoon player who has practiced his little tuchas off for years on end.

So, music and physics may be the same in as much as passive appreciation can be achieved without the "math," but if you want to "play" it, you have to learn the scales.




Only if you had ten digets fingers but if 12 fingers the song math is the same but the sound would be entirely different and not better, but a mistake for doing art as to science.

So art is the same, and not dependent on Math but feel.


But the math will be revealed to the satisfaction of math guys.
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Old 17-June-2009, 10:10 PM
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General note to all:

We can continue the math metadiscussion as long as it's productive to do so. However, since the OP cannot defend his positions or otherwise reply, please address your remarks to those who can.
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Old 17-June-2009, 10:21 PM
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@Gillianren

I think we agree in pricnipal (or even in detail) with each others posts. The format of the forum is just too narrow to write the wordy explanations needed to get the viewpoints fully across.
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Old 17-June-2009, 10:33 PM
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You can have an understanding of it....but that doesn't mean you'll make accurate conclusions based on your understanding.

Take Gravity. Many people understand the "funnel" analogy of gravity. Less people understand many of the implications of this. For example I'd wager most people still think that if our sun was a black hole that the earth would get sucked in. Look how many people are worried about the LHC producing a BH with the mass of 2 alpha particles. They have an understanding of a BH but the maths would show them that they have nothing to worry about from a BH that size.
The first example you give, actually is one that, imho, can be understood without understanding the exact mathematics involved. Of course that does not imply that the importance of these mathematics is overrated. But imho the concept can be understood without understanding the math (just like you don't need to know any English to understand Juliet wasn't quite happy when she awoke and found Romeo dead - when you're watching the play, that is ).
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Old 17-June-2009, 10:55 PM
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Only if you had ten digets fingers but if 12 fingers the song math is the same but the sound would be entirely different and not better, but a mistake for doing art as to science.

So art is the same, and not dependent on Math but feel.


But the math will be revealed to the satisfaction of math guys.
The problem with your argument is that the octave actually does have 12 notes, not 10.
Mainly because the many factors of 12 makes the pure ratios that sounds so good come out nicely (apart from the whole temper thing that makes the modern scale a bit of an approximation).

You're forgetting that math (as opposed to numerology) pretty much ignores how numbers are written and is invariant over number systems.

And it's even worse for those wind instruments that are basically a half open tube, as they really needs 17 fingers to play
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Old 18-June-2009, 12:34 AM
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Default Feynman on the role of mathematics in physics

To summarize , I would use the words of Jeans, who said that ‘the Great Architect seems to be a mathematician’. To those who do not know mathematics it is difficult to get across a real feeling as the beauty, the deepest beauty, of nature. C.P. Snow talked about two cultures. I really think that those two cultures separate people who have and people who have not had this experience of understanding mathematics well enough to appreciate nature once. – Richard P. Feynman in The Character of Physical Law
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Old 18-June-2009, 02:12 AM
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From all of the discussion about Einstein in this thread and elsewhere, I think it is clear that unlike many would-be theorists in the ATM page, he recognized and accepted the need for mathematical treatment of his idea beyond his initial capability, and he took the trouble to spend a few years learning the necessary mathematical methods.
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Old 18-June-2009, 03:53 AM
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From all of the discussion about Einstein in this thread and elsewhere, I think it is clear that unlike many would-be theorists in the ATM page, he recognized and accepted the need for mathematical treatment of his idea beyond his initial capability, and he took the trouble to spend a few years learning the necessary mathematical methods.
Any resemblence between Albert Einstein and the proponents in the ATM forum is in the haircut.
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Old 18-June-2009, 03:54 AM
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To summarize , I would use the words of Jeans, who said that ‘the Great Architect seems to be a mathematician’. To those who do not know mathematics it is difficult to get across a real feeling as the beauty, the deepest beauty, of nature. C.P. Snow talked about two cultures. I really think that those two cultures separate people who have and people who have not had this experience of understanding mathematics well enough to appreciate nature once. – Richard P. Feynman in The Character of Physical Law

"If the calculus comes to vibrant life in celestial mechanics, as it surely does, then this is evidence that the stars in the sheltering sky have a secret mathematical identity, an aspect of themselves that like some tremulous night flower they reveal only when the mathematician whispers." -- David Berlinski in A Tour of the Calculus
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