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Well I was surprised by his willingness to shere his prepublications. Lots to learn, not only in math
lol I was surprised he's a Assistant Professor without having anything already published.
[QUOTE=Afghanistan2010;658085][B]He is no different [COLOR="Red"]than us[/COLOR][/B],[B]he[COLOR="Red"] blindly believes [/COLOR]in the words [COLOR="Red"]of other men[/COLOR][/B],:[/QUOTE]
2010 Admitting he's a blind believer not in God, but what other men says.
Originally posted by RevolutionThroughReasonView Post
but something cannot be a quotient if it is 0<= m < 1 because 0 is not a rational number, you can't divide by 0.
Your papers will get discarded if you make errors like that, although you can claim they'e errata
yes sure but only if you have published papers. Maybe I'll send some of mine. But if I show them, don't reveal my real name.
m here is the section part of q; For example, for q = 5.2, m = 0.2 and a rational. But q = 5 is also a rational and m = 0 will be its section part, and so is rational. For a number to be rational it is not neccessary that it can be divided by some other number. These are the foundations of mathematics! 0 is rational since it can be shown for any t \belong Z such as 0/t. Rational numbers are defined like this. Go figure. Professional papers will not have this kind of things into argument, since their path of argument has been resolved long ago.
No, I won't reveal your real name.
Also, you didn't tell me what level a mathematician you are. I told you mine in detail. Maybe even you were my teacher in university, huh?
Also, send me a private message to tell me your e-mail, so I can send you the papers.
Hmm... what kind of science are you involved in? After publishing 17 papers I can's say that I am an expert but somehow I can't remember that sending prepublications was a common practice. On the contrary, it was something to avoid. In fact only P.I. and co-authors could see prepublications.
You deal with science in a strange way.
I trust him, that's why. Also, he's already a professional, I think. What will he do with my humble papers?
Originally posted by RevolutionThroughReasonView Post
he says he does appllied math research with group theoretic bundles which are described as Fourier Series. This is used for fiber optics and quantum computng
lakin rikhtia ....hagha darwagh wayee aw bel member dai lol
No, it's Pure Mathematics. I hate applied sciences. I only do and I only rely on theory.
Well I was surprised by his willingness to shere his prepublications. Lots to learn, not only in math
What's there to be surprised? If mankind did not share things with each other, there would be no economy today.
Originally posted by RevolutionThroughReasonView Post
lol I was surprised he's a Assistant Professor without having anything already published.
I have 12 published papers. 3 prepublications that I think I have to review. I will send you as many of them as possible. Maybe you can give me some advices on my prepublications what I should change or add or remove before sending them to be published.
m here is the section part of q; For example, for q = 5.2, m = 0.2 and a rational. But q = 5 is also a rational and m = 0 will be its section part, and so is rational. For a number to be rational it is not neccessary that it can be divided by some other number. These are the foundations of mathematics! 0 is rational since it can be shown for any t \belong Z such as 0/t. Rational numbers are defined like this. Go figure. Professional papers will not have this kind of things into argument, since their path of argument has been resolved long ago.
No, I won't reveal your real name.
Also, you didn't tell me what level a mathematician you are. I told you mine in detail. Maybe even you were my teacher in university, huh?
Also, send me a private message to tell me your e-mail, so I can send you the papers.
sorry I meant to write that saying is between 0 =< m < 1 is not how it is defined as rational because you can also have 3/2 and this is also rational. 0 is always rational. Also
Then the section d ^ m / dx ^ m * f (x).
taking mth derivative of a function has nothing to do with nesting. It is just basic calculus; all it describes is the order of the derivative. I mean, all this is fractional calculus, but it has nothing to do with nesting.
the way you were defining rationals was wrong in your previous post..
[QUOTE=Afghanistan2010;658085][B]He is no different [COLOR="Red"]than us[/COLOR][/B],[B]he[COLOR="Red"] blindly believes [/COLOR]in the words [COLOR="Red"]of other men[/COLOR][/B],:[/QUOTE]
2010 Admitting he's a blind believer not in God, but what other men says.
I trust him, that's why. Also, he's already a professional, I think. What will he do with my humble papers?
No, it's Pure Mathematics. I hate applied sciences. I only do and I only rely on theory.
Well Actually in Modern Theoretical Mathematics.there's no difference between pure and applied math; especially in this field because they deal with properties of applied things, but using theoretical construct of abelian groups to prove them.
however the specific subject you deal with is categorized as applied mathematics.
I have 12 published papers.
show us your published papers
send a link to my IM box.
[QUOTE=Afghanistan2010;658085][B]He is no different [COLOR="Red"]than us[/COLOR][/B],[B]he[COLOR="Red"] blindly believes [/COLOR]in the words [COLOR="Red"]of other men[/COLOR][/B],:[/QUOTE]
2010 Admitting he's a blind believer not in God, but what other men says.
Originally posted by RevolutionThroughReasonView Post
sorry I meant to write that saying is between 0 =< m < 1 is not how it is defined as rational because you can also have 3/2 and this is also rational. 0 is always rational. Also
taking mth derivative of a function has nothing to do with nesting. It is just basic calculus; all it describes is the order of the derivative. I mean, all this is fractional calculus, but it has nothing to do with nesting.
the way you were defining rationals was wrong in your previous post..
No, it was not wrong. I was not defining a rational, it was you suggesting that. I took the section part of q, a rational number, which is (m) and then the rest (exact part - that is, q - m) so as to differentiate q - m times f, then to differentiate m times the result.
For example, for q = 5.2, I need 0.2. Then I would differentiate f 5 times and then the result 0.2 times.
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