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PhysOrgForum Science, Physics and Technology Discussion Forums > Relativity, Quantum Mechanics and New Theories > Relativity, Quantum Mechanics, New Theories

DavidD
I wonder, want to know do there is long way after such theorems like Green and Stock formulas? Do it is half way on recognition physic? What is more important classical physic or quantum physic? And what is more important diferential equation or equation in quantum mechanic like shrodinger diferential equations?
AlphaNumeric
QUOTE (DavidD+Apr 19 2008, 09:26 AM)
I wonder, want to know do there is long way after such theorems like Green and Stock formulas?

To get from the end of high school to using Stoke's theorem you need 6 months. Then there's an entire lifetime's of maths after that you could spend every waking moment learning, doing and developing and you wouldn't even scratch the surface of maths.
QUOTE (DavidD+Apr 19 2008, 09:26 AM)
What is more important classical physic or quantum physic?
That's a question about physics, not maths. The mathematical methods used are generally used in both.
QUOTE (DavidD+Apr 19 2008, 09:26 AM)
And what is more important diferential equation or equation in quantum mechanic like shrodinger diferential equations?
The Schrodinger equation is a differential equation. It's just the heat equation, as found in Newtonian physics, with t->it.
DavidD
So what is after stoke theorem and diferential equations, which is in first curse? What is next? I have technical (for technical higher scool) book and it ends with green, stoke theorem, diferential equations and furier series and this book is not only for first curse, but for all bacalaur curses. So do it means that it is all math for technical higher schools, but probably and for universities? Also I must to say, that from technical higher school textbook is much easier to learn than from textboox for higher school, becouse there is more examples and less not needed symbols. I look at textbook about math and physic (not quantum) for doctors and I must say I don't recognise anything. Quantum mechanic textbooks is extreamply hard to find, at least in library (nobody need it?). I wonder do in those textbooks would be more examples and more information than on internet?..
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