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seen Jan 28 '13 at 15:37

Aug
5
awarded  Popular Question
Jan
23
awarded  Scholar
Jan
23
accepted Assign the output of a loop
Jan
23
comment Assign the output of a loop
i needed exactly that Last function! thx
Jan
23
awarded  Commentator
Jan
23
comment Assign the output of a loop
thx jVincent, is there anyway to get rid of Null in the code, without doing it manually
Jan
23
comment Assign the output of a loop
hi, @ b.gatessucks and image_doctor , i would like to use Table but the code i have is bit complex, i am not sure if it is also possible with Tabel my For-Loop looks like this For[p = 1, p < Length[lss] - 20, q = p; dx = lss[[q, 2]]; ds = lss[[q, 3]]; For[r = 1, ds <= dx, ds = ds + lss[[++q, 3]], r++] Print[{lss[[p, 1]], lss[[q, 1]], 10*(lss[[p, 1]] - lss[[q, 1]])}] p++]
Jan
23
asked Assign the output of a loop
Jan
22
awarded  Student
Jan
18
comment Implementing Rayleigh criterion method for finding the resolution of an optical system
@Jens, i must admit this has been a moving-target question. In future i ll be preciser. Thanks again everyone :)
Jan
17
comment Implementing Rayleigh criterion method for finding the resolution of an optical system
It doesnt satisfy my need of getting a table of values after running it, but thanks anyway
Jan
17
comment Implementing Rayleigh criterion method for finding the resolution of an optical system
@belisarius I restated the question
Jan
17
revised Implementing Rayleigh criterion method for finding the resolution of an optical system
rephrased the question and the added a pseudo code
Jan
17
awarded  Editor
Jan
17
revised Implementing Rayleigh criterion method for finding the resolution of an optical system
changed the question and the added a pseudo code
Jan
17
comment Implementing Rayleigh criterion method for finding the resolution of an optical system
hi, if i change the question, then anybody reading the thread would not understand the discussion following it
Jan
16
comment Implementing Rayleigh criterion method for finding the resolution of an optical system
Hi, I have two functions Sinc[x1] and Sinc[x2-T], x100=1, x2 =200, T a real number; Pseudocode: for x=100 translate T till the first min of f2 coincide with peak of f1 print print {x1, T} repeat the same procedure for x=105 That would be all! Thanks in advance everyone
Jan
16
asked Implementing Rayleigh criterion method for finding the resolution of an optical system