Dear all, I am writing to let you know about a new online mathematics journal, founded by Izabella Laba, Sinai Robins, and Alex Iosevich, dedicated to the...
the image of the map (exp(it),exp(iat)) a any irrational number ( as t runs through the real line )is the "solenoid"or the"winding line" on the torus;it is a...
We know that the convolution product *of the fourier transform F of two given functions f and g behaves well respect to the ordinary product . between...
... of two given functions f ... the value 0 or 1 the ... which in turns correspond ... In principle there is a formula, but it is not all that pretty. If f...
Thanks a lot for the clarification, that was very helpful. Does the anwer suggest that, for certain class of functions (with more restrictions than bounded)...
Hi Is there a proof that the output across different tones of Discrete Fourier transform (DFT) is dependent? And Is there a proof that as these tones...
Hum, Chak H
chhum@...
Sep 15, 2005 10:06 am
294
Do you know where i can find a proof for the following statement? Cd the one dimensional cantor set with 0 <d <1/2.Then l(D(Cd))>0 iff d >=1/3.Also in that...
I have a simple qn it would be great if someone cared to answer this why is (0,1)x(0,1/2)x(0,1/3)x(0,1/4)x.........(0,1/n)x........ not(?) an open subset set...
nice to meet you.. you are not mentiond that what topology you considered on R infinity. you have to mention that either box topology or product topology or...
I guess for box topology it is trivially an open set (because the way open sets are defined there ) Why is it true/not true for product topology ? Thanx for...
It sounds more like an exercise: If one look on Cd X Cd, then D(Cd) is the diagonal projection of the set. But on the other side it is a Cantor type ...
Maria Roginskaya
maria@...
Oct 10, 2005 11:29 am
300
hi, its not open in product topology becos the basis for product topology consists of products of open sets (U_1, U_2,...) where U_i=R except for finitely many...
Let G be a LCA group then T(x)=x^{2} is a continuous homomorphism on G. If T is 1-1, when (for which groups) T is open? Send instant messages to your online...
Hi, Let G be a LCA group, and T is an one to one continuous homomorphism on G. (T is not necessary onto) when T is open? in fact when G is homeomorphic to...
TurkZeka 2005/4 Puzzle Competition has started today. This year, each competition (total 4 times in a year-this one is fourth competition) is going to have 10...
We presented a substantial amount of information about the structure of a general nonlocallycompact Hausdorf Abelian group. http://66.102.9.104/search? ...
Hi Friends, I am new to harmonic analysis n just want to know which journal papers are useful for getting the preliminary knowledge of harmonic analysis.i have...
hello, thanks for your valuable help.i have a presentation on harmonic analysis of tides.can anyone please tell me the online journals,where i can find the...
hallo I am searshing for journals or books that give information about harmonic analysis of tide as I am preparing my master in that field I would be delighted...
Hello, From 19-23 June 2006 the Univ. of Crete organizes a conference on Harmonic Analysis and Related Problems (HARP 2006). The conference will take place in...
Dear Friends, I have to find out the value of p, at which this given expression will be maximum ( (k^2-p^2 a^2) cos(p *a) + p *a sin (p* a) ) / ( (k^2-p^2...
From: H. R. Arabnia Call For Papers and Call For Session Proposals The 2006 World Congress in Computer Science, Computer Engineering, and Applied Computing ...
hi all i am a student of electrical engineering. i wan to do a projec to analyse the harmonic content in the powe signals (50hz). i want to implement using C...
... The unexpected fact, leans on that standard in the theory Models the assumption, that set of all formulas of any theory The first order, is countable...
We have just received permission from our Dean to advertise for a one-year position for 06-07, which may be renewable for additional years. This is a...
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