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Differential Equations

03 Jan 2010 05:44pm. There is true expression on panel. But only one pixel is defective. Which one? 18 May 2009 03:48pm. May be some empirical tools (time series analysis? For studying empirical data of this sort? Some applied theory behind such phenomena? An Initial Value Problem. 16 Sep 2007 07:27pm. Could you help me to solve an initial value problem:. Sin 2y dx = (sin 2 2y - 2 sin 2 y 2x) dy, y(-1/2)=pi/4. Thank you in advance! 27 Mar 2007 09:14am. Just a measly math-minor freshman here. Then I have ...

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03 Jan 2010 05:44pm. There is true expression on panel. But only one pixel is defective. Which one? 18 May 2009 03:48pm. May be some empirical tools (time series analysis? For studying empirical data of this sort? Some applied theory behind such phenomena? An Initial Value Problem. 16 Sep 2007 07:27pm. Could you help me to solve an initial value problem:. Sin 2y dx = (sin 2 2y - 2 sin 2 y 2x) dy, y(-1/2)=pi/4. Thank you in advance! 27 Mar 2007 09:14am. Just a measly math-minor freshman here. Then I have ...

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Differential Equations | diffeq.livejournal.com Reviews

https://diffeq.livejournal.com

03 Jan 2010 05:44pm. There is true expression on panel. But only one pixel is defective. Which one? 18 May 2009 03:48pm. May be some empirical tools (time series analysis? For studying empirical data of this sort? Some applied theory behind such phenomena? An Initial Value Problem. 16 Sep 2007 07:27pm. Could you help me to solve an initial value problem:. Sin 2y dx = (sin 2 2y - 2 sin 2 y 2x) dy, y(-1/2)=pi/4. Thank you in advance! 27 Mar 2007 09:14am. Just a measly math-minor freshman here. Then I have ...

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An Initial Value Problem: diffeq

https://diffeq.livejournal.com/21692.html

An Initial Value Problem. Could you help me to solve an initial value problem:. Sin 2y dx = (sin 2 2y - 2 sin 2 y 2x) dy, y(-1/2)=pi/4. Thank you in advance! Post a new comment. We will log you in after post. We will log you in after post. We will log you in after post. We will log you in after post. We will log you in after post. Post a new comment. Post a new comment. Quasilinear PDE help request. Follow us on Facebook. Follow us on Twitter. 1999 LiveJournal, Inc.

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pde prob: diffeq

https://diffeq.livejournal.com/18831.html

Just your everyday math kid (. Just your everyday math kid. U tt - (c 2)U xx = -rU t. Resistance r 0 and constant. Periodic source U(0,t) = U(L,t) = Ae (iwt). First says show that you can get resonance as r - 0 if w = m(pi)c/L. Second show that friction can prevent resonance from occuring. Our teacher never went over this in class, and this is the only time it's mentioned in the book so yeah I don't really know what they are talking about. Post a new comment. We will log you in after post.

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quasilinear PDE help request: diffeq

https://diffeq.livejournal.com/21822.html

Quasilinear PDE help request. 0 , y 0 with the condition u = y when x. 4 What is the maximal domain in y 0 where the solution is valid and determined uniquely by its Cauchy data? What I've done so far:. If I'm correct, I've gotten the initial set of ODEs as dy/y = dx/-x and dz/dt = 0, hopefully leading to x. S and z = s, and therefore u = f(x. I know that u = y is a tilted plane that will intersect the surface of revolution of x. Thanks much in advance for any hints or direction. Post a new comment.

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hi there, i need some help: diffeq

https://diffeq.livejournal.com/20674.html

Hi there, i need some help. My problem is to solve a set of Einstein equation numerically. the method is simple - by the matrix representation of hamiltonian. but i've faced an internal technical problem:. Error, (in evalf/EigensRG) both matrices must have the same dimension. Here is the maple code:. L1:=-(1/2)*diff(psi(a,n),a,a) (1/2)*(a 2). Psi(a,n)=E*psi(a,n);. H:=(-1/2)*Diff( Psi(a,n),x$2) V*Psi(a,n);. Psi:=unapply(f*L(n,a),a,n);. Hmn:=(m,n)- Int(psi(a,m)*( -1/2)*diff(ps. H1:=array(1.k,1.k):.

5

Help! Linear Algebra: diffeq

https://diffeq.livejournal.com/17717.html

We're covering Images and Kernels in my Diff Eq class, and I'm having some problems with images of linear transformations. Suppose that L: R m. Is a linear transformation. The vector space R m. Is called the domain and the vector space R n. Is called the range of L. This terminology is just the standard terminology that one uses when working with functions. Notice that if v. Is a vector in the range of f. That there is no guarantee that there is a vector u. In the domain of f. Then there is no vector u.

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The Art of Problem Solving. A Community of Mathematics Enthusiasts. Created on 6 July 2001 (#229968). Last updated on 28 January 2015. The Art of Problem Solving. All Members , Moderated. This is a community for mathematicians and other rigorous solvers. Feel free to discuss anything about mathematics in this forum. Please repect the general theme of the forum. Anything regarding specific computational or homework-related problems must be posted in. If you enjoy this community, you may also like.

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diffeq.livejournal.com

Differential Equations

03 Jan 2010 05:44pm. There is true expression on panel. But only one pixel is defective. Which one? 18 May 2009 03:48pm. May be some empirical tools (time series analysis? For studying empirical data of this sort? Some applied theory behind such phenomena? An Initial Value Problem. 16 Sep 2007 07:27pm. Could you help me to solve an initial value problem:. Sin 2y dx = (sin 2 2y - 2 sin 2 y 2x) dy, y(-1/2)=pi/4. Thank you in advance! 27 Mar 2007 09:14am. Just a measly math-minor freshman here. Then I have ...

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