GS EE278.docx

www.engr.sjsu.edu/electrical/greensheet/f2012/word greensheet.f12/gs_ee278.docx

  0 Size: 27 KB Pages: n/a Date: 2013-04-05

 

GS EE278.pdf

! ! ! ! ! ! , ! ,-. / /- 0 1 21 34 5 6 6 0 /. , 6 5 6 7 8 5 39 1:; 16 -. - 6. 6. 6 ; : :. - 6 6. - 5 - 6 - A x9. 93; x191 ; x-5. 3;ᢑ x -0. ;閄 x93 -; x2. 65; x879 ; x-0. 9;塉 x3 -5; x. 318; x91 -; x5. ...

www.engr.sjsu.edu/electrical/greensheet/gs_ee278.pdf

  0 Size: 140 KB Pages: n/a Date: 2012-10-22

 

EE278.pdf

1 EE278 Spring 2009 SAN JOSE STATE UNIVERSITY DEPARTMENT OF ELECTRICAL ENGINEERING Advanced Digital Design for DSP and Communications GENERAL INFORMATION COURSE:.

www.engr.sjsu.edu/electrical/greensheet/s2009/ee278.pdf

  0 Size: 44 KB Pages: 2 Date: 2012-08-17

 

EE278.pdf

1 EE278 Spring 2009 SAN JOSE STATE UNIVERSITY DEPARTMENT OF ELECTRICAL ENGINEERING Advanced Digital Design for DSP and Communications GENERAL INFORMATION COURSE:.

www.engr.sjsu.edu/~electrical/greensheet/s2009/ee278.pdf

  0 Size: 44 KB Pages: 2 Date: 2011-03-31

 

reviewx4.pdf

E E278 LectureNotes 1 Winter2010Ð2011. M. Gray 1 ¥ !,F,P !pmfs,pdfs,cdfs ¥ ¥ p ¥ productpmfs,iid ¥ Namedpmfs: !. ! p process ! n iidBernoulli. M. ! Poisson: intervallength ¥ ¥. M. ! ! ! orLaplacian ! ...

www.stanford.edu/class/archive/ee/ee278/ee278.1114/reviewx4.pdf

  0 Size: 78 KB Pages: n/a Date: 2013-03-21

 

hw6.pdf

ProblemSet 6. 1. mula: a b c. This neestima-. classon2/15. nedonacommon X andE Y 2Xand 2 Y X;Y E X E X Y E Y. Ana ne estimateof X given Y hastheformˆX aY b. The optimala ˆX X 2. following:ˆX Cov X;Y ...

www.stanford.edu/class/archive/ee/ee278/ee278.1114/hw6.pdf

  0 Size: 77 KB Pages: n/a Date: 2012-11-11

 

hw7.pdf

ProblemSet 7. 1. willbein nancialdi. Howcanyouchoose asafunctionof and toensurethatP Y1 :01 2. 0;1;2;:::isa counting process 0andfork 1;2;:::Nk 8 :Nk 1 p 1 De Nk Nk 1fork 1;2;:::. TheXkarecalled ...

www.stanford.edu/class/archive/ee/ee278/ee278.1114/hw7.pdf

  0 Size: 71 KB Pages: n/a Date: 2012-08-17

 

introsl1x4.pdf

E E278 LectureNotes 1 Winter2010Ð2011 Introduction. M. Gray 1 RandomProcesses or randomsignals ,. M. Gray 2 randomprocess Xn;allintegern discretetime ,e. g. Alsodenoted X n ;allintegern or X n ; ...

www.stanford.edu/class/archive/ee/ee278/ee278.1114/introsl1x4.pdf

  0 Size: 540 KB Pages: n/a Date: 2012-01-15

 

expectation4slx4.pdf

E E278 LectureNotes 4 Winter2010Ð2011. M. Gray2011 1 Averages Xn :¥ Xn ¥ 1NN 1!n 0XnOr,if f afunction,E f Xn vs. limn 1NN 1!n 0f Xn E. g. ,f Xn X2norf XN 1F XN forsome1DeventF. M. Gray2011 2 Xn 1F Xn ...

www.stanford.edu/class/archive/ee/ee278/ee278.1114/expectation4slx4.pdf

  0 Size: 401 KB Pages: n/a Date: 2011-12-17

 

probsl2x4.pdf

E E278 LectureNotes 2 Winter2010Ð2011 Probability. pdfsandpmfs. M. Gray 1 measure massto events setsinsomespace Usuallyinvolves sums or integrals continuous or experiment !,F,P.

www.stanford.edu/class/archive/ee/ee278/ee278.1114/probsl2x4.pdf

  0 Size: 321 KB Pages: n/a Date: 2011-12-17

 

variablessl3x4.pdf

E E278 LectureNotes 3 Winter2010Ð2011 andprocesses. M. Gray2011 1 RandomVariables !,F,P A real-valued randomvariable ! tobestated. E. g. R. Y,Z,U,V, subset!X R ! ! !X R. M. Gray2011 2 Examples ...

www.stanford.edu/class/archive/ee/ee278/ee278.1114/variablessl3x4.pdf

  0 Size: 453 KB Pages: n/a Date: 2011-12-12

 

hw3.pdf

ProblemSet 3. 1. Let X;Y Y inducedbyaprod- uctpdffX;Y x;y fX x fY y withfX x fY y pdfwithm 0. Itisofte nusefultocon- R; ,where R isthe magnitude X2 Y2 1 2and tan 1 Y X inversetangent. R;. Findthe ...

www.stanford.edu/class/archive/ee/ee278/ee278.1114/hw3.pdf

  0 Size: 17 KB Pages: 3 Date: 2011-12-02

 

introslx4.pdf

E E278 LectureNotes 0 Winter2010Ð2011 Introduction 1 RandomProcesses 2 randomprocess Xn;allintegern discretetime ,e. g. Alsodenoted X n ;allintegern or X n ;allintegern ¥ X t ;allrealt continuoustime ...

www.stanford.edu/class/archive/ee/ee278/ee278.1114/introslx4.pdf

  0 Size: 539 KB Pages: n/a Date: 2011-01-15