who else can understand string theory and general relativivt
Does anyone else think maybe the reason why quatum theory and general relativity dont add up and creates many infinities is the same reason that they keep finding smaller and smaller subatomic particles because these very thought processes and observations are what creates them. This is the same reason why the deeper into space and the further back we see in astronomy always causes further regression. Why has this observation of the evidence, the almost infinite regression of explanation never contemplated. Is it due to the incorrect questions being asked? We strive to understand why yet only ever ask how in science. I very much like string theory, quantum theory, anything to do with the big band and its many explanations, astronomy and so on. I very much understand the concepts but not great with the maths. I did not grasp pure mathematics in school and dropped out of a level maths and took geography instead. Big mistake really these last few years I seem to understand it more mainly due to previous heavey psychedelic substance use and no alcohol any more. Thinking about going back and re attempting a level maths then having another go at uni maybe astronomy or science philosophy.
I can understand it, but not in a mathematical formula way. I never learned it at school but I did do alot of research and watch alot of visual videos on it. I understand the basic concept of it and I think it makes alot of sense!
Huh, that's interesting. How are those two theories being used together?
to "adetheproducer", yes that's a really good observation. It's because humans think in terms of language, and language is not a perfect science. And since our use of signifiers is not a definitive measurable thing like numbers, the semantic explanations for physical phenomena are often flawed. Mathematics often explains how things happen, but since numbers are not symbolic like words, people use language to explain "why", and it seems like that's more of a subjective opinion in the end, since symbolism isn't a concrete thing.
Earlier in this thread, it was asked why spend money on LHC. We already have solved the problem of the Higg's field with the LHC. It is about to be powered up with a doubling of it's former power and we might see particles hypothesized by supersymmetry. That would be a big boost to supersymmetric string theory. If we don't see them, it probably means supersymmetry is wrong as we've narrowed down the possibilities of where to find them just as the Higg's particle was found. So, we may begin to get answers sooner than later. Or not.
As to the discussion of math for understanding string theory, I have a 4 year degree in theoretical math, and I couldn't begin to approach it. When I was in school, a professor who had a PHD told me he had been studying the math needed to understand Einstein's general relativity. So, that math is very advanced.
As to the discussion of math for understanding string theory, I have a 4 year degree in theoretical math, and I couldn't begin to approach it. When I was in school, a professor who had a PHD told me he had been studying the math needed to understand Einstein's general relativity. So, that math is very advanced.
Well, I hope that they find something at least. If they rule out supersymmetry at the LHC but don't find anything else to replace it, then we're back to square one with regards to finding out about any physics beyond the Standard Model.
Actually, I'm reasonably confident, though not 100% but rather 50/50, that will probably find supersymmetry mainly because the particles that make up dark matter must be at least as heavy as the energy scale that they're expecting to find the lightest supersymmetric particle.
klausnrooster
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In this context "understands" = "can do the math and explain it" or "recognizes it just from seeing the math". So no, I do not understand it. But I casually follow the field. I suspect the field has passed the point where anything but the math is useful to describe an idea. Such as extra, even 11!, dimensions. I reject the idea that dimensions beyond the 3 or 4 we can apprehend are "curled up inside" the others. But again I don't understand that math either (I haven't tried, maybe I could) - so my rejection is purely on a hunch. If you like following the field, you must have seen this breakthrough: the The Amplituhedron. It is the most exciting thing to come out of quantum physics (for me) in a very long time - I can't remember the runner-up, lol. Something super-difficult to calculate suddenly is much, much simpler and resembles? NO, is identical to the formula for computing the volume of a multi-faceted jewel. It has the kind of beautiful simplicity that "E = mc2" has. It grabs my attention too because it's an example of the applicability of mathematics that is not obvious or intuitive. So many more such applications must be out there. Maybe those Physics-PhD "Quants" on Wall Street have found some.
I wish - but it would be a serious undertaking for me to understand string theory. You have to understand so many advanced topics in modern physics (quantum field theory, general relativity, etc)- id have to master pHD level physics to even begin to understand string theory. Its not worth the time in my opinion because I wouldn't get anything out of it.
Actually, if you're a physicist, then the best way to know if you understand a topic is if you can explain it to laypeople without using any of the math. The maths is just used as a way to model reality, but the concepts are based on something we believe happens in the real world. Without the physical concepts that form the basis of a theory, the maths means very little.
klausnrooster
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Jono I disagree, although I am familiar with similar sayings attributed to Einstein or Feynman or et al see here . Simile or metaphor is definitely helpful, but I think the math is the only necessary thing. A fusion experiment, landing a craft on an asteroid... stuff like that cannot be accomplished without math - no amount of description alone will suffice. I'm open to examples to the contrary. I think we may be defining "understand" differently in this context. The thought experiments Einstein did that resulted in Relativity (ies) are clear and illustrate the concepts very well, but I just don't think String Theory is as accessible. For instance, can you explain why it's "strings" and not, say, "tuning forks"?
Of course you need maths for an advanced career in physics and if you want to make predictions with a theory. I've never said that maths wasn't needed. What I am saying is that just because you can do calculations, it doesn't necessarily mean that you understand the concepts. As someone who is actually in the field of physics, I actually know of people, especially students, who know how to calculations but don't understand the concepts well.
Regarding string theory, Brian Greene has written a book on it for the general public, called "The Elegant Universe" and has been involved in the Nova documentary of the same name which is based on the book. I actually thought that he did quite well in explaining the concepts of string theory to a layperson without showing any of the maths. Look it up.
Of course you need maths for an advanced career in physics and if you want to make predictions with a theory. I've never said that maths wasn't needed. What I am saying is that just because you can do calculations, it doesn't necessarily mean that you understand the concepts. As someone who is actually in the field of physics, I actually know of people, especially students, who know how to calculations but don't understand the concepts well.
Regarding string theory, Brian Greene has written a book on it for the general public, called "The Elegant Universe" and has been involved in the Nova documentary of the same name which is based on the book. I actually thought that he did quite well in explaining the concepts of string theory to a layperson without showing any of the maths. Look it up.
I've seen physicists who did some terribly unmathematical math.
One of the oddest was in my Classical Dynamics class. I don't remember what the prof was trying to derive, but he expanded the trig terms into series, threw out all but the first three or four terms as being negligible, recombined the rest, and then with a little hand waving, he equated that to another trig term. The resulting equation was correct but the way he got there was absurd. And all he really had to do was use a simple trig identity. (If I remember correctly, the simple identity he needed was sin(2θ)=2sin(θ)cos(θ), but I don't remember which direction he was going.)
klausnrooster
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Gender: Male
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Location: Not my favorite place, I can tell you that.
OK.
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