भोलि ड्यु छ यार, मरे समाधान गर्न सकिएन, कोहि छ भने सहयोग गरम न।

अग्रिम धन्यबाद है।
:-)
-भउते

pass garday maile ta :)

i can't help ya, man. But is this electronics???
I am in an electronics course right now but this question looks like a combination of my probability and linear algebra classes. And I sucked at Linear algebra. Don't know how i got a B+.

Bhaute, Wish I could help you. I don't remember such problems in electronics. we had to deal problems regarding diodes, Design and analysis etc etc..Btw for what class is it? I wonder!

खोई, stochastic processes भन्नी structural dynamics मा अलि अलि पढेको त हो, तर यसको त
छेउ-टुप्पो बुझिन केरे मैले त ।

क्यार्चन केटा-केटीहुरले भनेर रेला गरेको त होईन होला केरे (आफूले नजानेसि यस्तो भन्नै पर्नी नेपाली बानी के, क्यार्नी त नि)

ल कोही साथी हरु आएर भउतेलाई बैतरनी तारिदिउन भन्ने हार्दिक शुभकामना है ।

keep rolling...

Theesuuuuuuu !!!!!!, come on yar :-) त्वइरेत ग'र आउ न यार, फुर्छ कि क्यै :-)

passinthru , this is frm electrical. Matrix computation in signal processing. ढुंगा, गिट्टी खेलाउने मान्छे, बिजुली तिर यसो छिरेको करेन्ट लाग्यो :P

Hey is this from Proakis Digicom book? If so, you can buy a solution manual online for that on half.com or amazon.com. I'm pretty sure I've done one of these problems before but it's been a while. Try typing the question in google and see if the solution comes up.

Oh forgot to mention that you can get the solution manual instantly in pdf format. And also when googling, you can try say proakis chapter 2 homework problems or something like that.

flip flop, त्यो प्रो ले कैले काईँ फल्याप फुलुप पनि भन्छ यार, हजुरको नाम पो रे छ। :-) ।

सिरेदाइ, त्यै भुईँचालोलाई काम लाग्छ कि भनेर लिएको, निल्नु न ओकल्नु हुन लाग्यो। बिजुली र भुईँचालो उसरि नै हिँड्ने के रे, त्यै भ'र के।

fountaindew, thanks for your suggestion, but I afraid, it's frm Gene H. Golub, Charles F. Van Loan, Matrix Computations. :(

Sorry, couldn't help you much. Try finding your desi or chinese classmates see if they've solved the problem. Also it might be helpful to read Popoulis's book Probability, Random Variables and stochastic process if you haven't done so.

hajur le,

http://www.gseis.ucla.edu/courses/ed231a1/notes2/can1.html

ma padhnus. It tells you how to get the cannonical derivation plus deriving values for diagonal SIGMA.

hope this helps.

thapap, thank you. I am reading this since this afternoon ;-) ...got it thru googling hehe... couldn't figure out how to show CCC values betn 0-1 :-)

Bhaute, what was that font?....K ho k ho.... I was just able to read flip flop. Wonder! Wonder! Wonder!

haha, flip flop, right click and change coding to UTF-8 :-), nothing imp though :p

so can i assume that you have already found the values for

Rzz= Rxx Rxy
Ryx Ryy

Transpose martrix for X and Y.

solve for the eigen values.

when you substitute the matrix in the eigen value equation you can verify the [1 0 ; 0 1] matrix.

hope this helps

Thanks! You'll heam flop flop more in digital logic and microprocessor:)

Here are four links that contains solution to Stark and Woods exercise problems. A friend of mine sent these links to me when I took Random Signals class. That problem looks very similar to some problems in Stark and Woods. If this book is not your text book, look in it. It might be from one of the example of that book. If that's your text book, you should be able to find the solution in one of these links.

http://www.eece.unm.edu/faculty/hayat/eece541_02/hw.htm

http://black1.csl.uiuc.edu/~yima/ECE434.html

http://www-ece.rice.edu/~riedi/elec533.html

http://www.ece.umn.edu/users/georgiou/courses/5531/syll.html

Good Luck!

Adios,

LTU

thanks, thapap कता कता गिदीमा फल्याप फुलुप गरे जस्तो लाग्याछ।:-) एकछिन घोरिनु पर्यो।

Did ya get it done bhaute? Btw what does Bhute means? Bhabubkta?