| Thread | Last Post | Replies |
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| problem about differentiation of matrix | 22 Sep 2004 10:21 GMT | 1 |
Given a 1xn matrix A and nx1 matrix B, what is d(AB)^2/dA ? Can anyone give me some cue? Thank you a lot.
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| Re: Euclidean geometry problem | 22 Sep 2004 09:33 GMT | 11 |
2 CIRCLES 1 RADIUS 2CM FIT INSIDE A RECTANGLE 5CM X 6CM BOTH CIRCLES TOUCH EACH SIDE OF THE RECTANGLE AND ALSO EACH OTHER WHAT IS THE RADIUS OF THE 2ND CIRCLE
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| limit proof w/possibly delta epsilon | 22 Sep 2004 09:27 GMT | 3 |
How does one show, definitively, that n/2^n -> 0 as n -> infinity? I can't figure out the trick. Can one use a natural logarithm? I would think not, but I'm not sure. As well, if one were to use a delta epsilon proof on this, how would you do it?
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| Matrix which is Inverse of Itself | 22 Sep 2004 08:40 GMT | 7 |
What do you call a matrix which is its own inverse? I know that if a matrix is the inverse of its Hermitian transpose it is orthogonal. But what if it is just the inverse of itself. An example is the type-IV DCT which when applied twice to a block of data returns the original
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| Integral inequality with poly.degree 3 | 22 Sep 2004 07:00 GMT | 3 |
If f(x)=ax^3 + bx^2 + cx + d has real coefficients and f(x)>= 0 on [0,1], then prove the inequality ============================== I[x*f(x)] =< 0.84499 * I[f(x)]
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| sequences | 22 Sep 2004 06:12 GMT | 1 |
I came across a problems about sequences that seem to be stumping me. The 1st states suppose that the sequence {a_n} is defined recursively by a_(n+2) = [a_(n+1) + a_n]/2, for all n in naturals with a_1 and a_2 any two real numbers.
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| JSH: Focus on facts | 22 Sep 2004 03:02 GMT | 5 |
Consider x^2 + (2s_1 + 3s_2)x + s_1 s_2 6 = (x + 2s_1))(x + 3s_2) where s_1 s_2 = 1, and 2s_1 + 3s_2 is an integer. Note that s_1 and s_2 cannot be algebraic integers if they are
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| Graph Theory | 22 Sep 2004 02:01 GMT | 1 |
Consider the graph below. The vertices in each level force the colors of the vertices in the level above. Eventally vertex X0 is forced to be the fifth color. However, the last level cannot be forced. Now if G is infinite, there will always be another level.
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| Dawn Teresa Gabriel - September 30th 1974 | 21 Sep 2004 22:34 GMT | 1 |
Wednesday July 16th 2003 197/168 16950 11 12 13 14 15 16 17 <-Dawn's positions G A B R I E L 7 1 2 18 9 5 12 = 54 <-value
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| Harassment of James Harris: A necessary rebuke to those who mocked his veterans status. | 21 Sep 2004 22:17 GMT | 29 |
Gentlemen, This is Dr. Andrew Beckwith. I am spaking to you after having had people from another forum tell me that James Harris's patriotism has been questioned.
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| What is this mathematically ? | 21 Sep 2004 21:24 GMT | 1 |
If you open any visual basic editor of word or excel etc. and run the following program it will generate a large file 20M that contains alot of regularity. Is this chaos
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| Help with Knapsack LIKE problem | 21 Sep 2004 18:47 GMT | 2 |
P.S. This program is used to optimize strategies for the computer game Dark Age of Camelot. I'm struggling with the following problem. Below I'll discuss what I've done so far, but I'm not happy with my results. Any help
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| How can I define this function? | 21 Sep 2004 18:35 GMT | 1 |
I have to define a function by parts whose domain is [0, 30] and its range is [0,15]. The intervals are [0, 5], (5,25] and (25,40]. I know that over [0, 5] the function is constant but over the intervals (5,20] and (20,30] the function is deacreasing and satisfies ...
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| intersection of two curves | 21 Sep 2004 17:19 GMT | 1 |
Suppose k is a positive integer and mu is a real number in [0,1]. Then consider the complex number c=( (exp(i*theta))2/(exp(i*theta)*(1+mu)-mu) )^(1/k) (i is the complex unit (sqrt(-1))).
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| Terminology: `opposite'? | 21 Sep 2004 17:01 GMT | 1 |
If * is a binary operation (x, y) |--> x * y, then what is the correct name for the operation @ where (x, y) |--> x @ y = y * x ? The only reference I have for this is R. Godement,
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