Homework Statement
Find the inverse laplace transform of In(1+1/s)
Homework Equations
The Attempt at a Solution
Using the complex inversion theorm, and the sum of the residues.
The only residue is at s=0. and it is a simple pole of degree one.
Therefore lim(s approaches...
What is the mean of " Effective logic inversion " ?
Because I can't understand this qustion,
" Describe briefly why there is an Effective logic inversion between logic level from a TTL IC and the LED load it drives? "
Hello,
I bought a Meade NGC-70TC refractor telescope and the image is inverted left-to-right. Is that normal? A google search didn't yield any answers.
Hi,
I'm trying to prove that X=(X_{t})_{t\geq0} is a Brownian Motion, where X_{t} = tB_{1/t} for t\neq0 and X_{0} = 0. I don't want to use the fact that it's a Gaussian process. So far I am stuck in proving:
\[
X_{t}-X_{s}=X_{t-s} \quad \forall \quad 0\leq s<t
\]
Anyone has any ideas?
The parts of this problem form a proof of the fact that if G is a finite subgroup of F^*, where F is a field (even if F is infinite), then G cyclic. Assume |G|=n.
(a) If d divides n, show x^d-1 divides x^n-1 in F[x], and explain why x^d-1 has d distinct roots in G.
(b) For any k let \psi(k)...
This is an idea I have about when everything is the exact opposite of itself. The post sounds very philosophical, but I am wishing to apply it to physics or in general sciences.
Originally from: http://jefflifewah.blogspot.com/
This is a very bad write up. Hope you guys get the main ideas...
Homework Statement
Suppose A is an invertible mxm matrix, B is an invertible nxn matrix, and C is an arbitrary mxn matrix. Is the matrix M =
A|C
----
O|B
invertible? Solve with proof.
Hint: Use block multiplication.
Note: I'm not quite sure how to draw this matrix on the forums. It...
[SOLVED] inversion layer in a MOS
Hello,
I have some questions about MOS devices, and CCD
In a MOS or MIS after applying a voltage on the metal, the valenceband and the conduction band bend downwards (in the usual band diagram) when a positive voltage is applied. (p-type semiconductor)...
But..is really so easy? (Möbius inversion), let be F(x) and G(x) functions
F(x)= G(ax)+G(2ax)+G(3ax)+...
for n=,1,2,3,4,5,... a is a fixed real number. then
G(ax)= \sum_{n=1}^{\infty}\mu (x) F(nx)
is seems too easy for me, to be true.
I need to express the sinh-1(x) as a power series in terms of powers of x. I have written the expression as x=sinhy and expanded the sinhy using the exponential series to give x = y+(1/3)y^3+(1/5)y^5+... I guess I need to expand the y=sinh-1(x) and compare or equate the coefficients. If this...
i can perfom the same inversion in two ways:
1. using N data and k model parameters
2. using 3*N data and k+3 model parameters
where N>>k.
how can I choose the best result between the two?
thanks
Find the inverse transform of
\frac{\sin{a\omega}}{\omega}
I know the step function has a transform of this form, so I as able to find the inverse transform by assuming it was some step function and then looked for the right constants.
However, I would like to also know how to do...
Hello, i have developed a formula for inverting a dirichlet series ,and i apply to solve Phi(n),Mu(n) and d(n) arithmetical function,also i give a formula to obtain the Pi(n) function by means of a triple integral, the paper is in .doc format but if someone want to see it in .pdf can go to...
given the Dirichlet series Sum(0,infinite)a(n)n-^s=f(s) would be an analityc formula to invert the Dirichlet series to obtain a(n)?..i have searched it at google but found no results.
i have got a TAT but when it becomes TAC, this is called an insertion, I think its the same as deletion, or inversion, so I am stuck at how to make a difference between them ?
Can you help me ?thanx
OK, I realize this may be more geophysics then "geology", but I beg for leniency. I have recently been exchanging e-mails with Dr. Daniel Lathrop of the University of Maryland. He is currently involved in a project attempting to model the Earth's magnetic field and, in particular, polar...
Anybody know of a link to a page that describes an algorithm for matrix inversion. My old linear algebra book describes a 'by hand' method, but it's unsuitable for automating.