Course Hero has millions of student submitted documents similar to the one
below including study guides, practice problems, reference materials, practice exams, textbook help and tutor support.
Find millions of documents on Course Hero - Study Guides, Lecture Notes, Reference Materials, Practice Exams and more.
Course Hero has millions of course specific materials providing students with the best way to expand
their education.
Below is a small sample set of documents:
GA Southern - PSYC - 3130
BORDERLINEHISTRIONICONALITY DISORDER, NOSSESSIVE-COMPULSIVEPARANOIDSCHIZOTYPALDEPENDENTAVOIDANTANTISOCIALSCHIZOIDNARCISSISTIC
University of Florida - EEL - 6502
University of Florida - EEL - 6502
University of Florida - EEL - 6502
University of Florida - EEL - 6502
University of Florida - EEL - 6502
University of Florida - EEL - 6502
University of Florida - EEL - 6502
f i m ~S STHEg oR*CeT'Fq.
University of Florida - EEL - 6502
EEL 6502Adaptive Signal ProcessingProject IDue March 15, 2011You will find the data set project1.mat in the course website. This file contains a .mat file with two channeldata labeled desired (d) and input (n). The sampling frequency is 16 KHz.The p
University of Florida - EEL - 6502
EEL 6502 Adaptive Signal Processing Project I Due March 16, 2010 You will find the data set project1.mat in the course website. This file contains a .mat file with two channel data labeled desired (d) and input (n). The sampling frequency is 16 KHz. The p
University of Florida - EEL - 6502
EEL 6502Homework IDue Jan 25, 2011Problem ICompute the time autocorrelation of the first signal and the crosscorrelation functionbetween the two signals. Assume periodic (deterministic) signals.A.Tt3TAtTProblem IICompute the power spectrum
University of Florida - EEL - 6502
EEL 6502Homework IDue Jan 25, 2011Problem ICompute the time autocorrelation of the first signal and the crosscorrelation functionbetween the two signals. Assume periodic (deterministic) signalsProblem IICompute the power spectrum at the output of t
University of Florida - EEL - 6502
University of Florida - EEL - 6502
EEL 6502Homework 2Due February 1, 2011Problem 1For the first order MA processx(n) = u (n) + au (n 1)where a is a constant, u(n) is a zero mean iid sequence (white noise) withunit variance, calculate the optimal (in the MSE sense) first and second o
University of Florida - EEL - 6502
University of Florida - EEL - 6502
EEL 6502Hmw # 3Due Feb 8, 2011Problem I1 z 10and its output is added with1 z 1white Gaussian noise of power N=0.1. The input to the plant is pink or 1/f noise . Togenerate 1/f noise in Matlab, the simplest way is to create white Gaussian noise wit
University of Florida - EEL - 6502
EEL 6502Hmw # 4Due Feb 15, 2011Problem I1 z 10and its output is added with1 z 1white Gaussian noise of power N=0.1. The input to the plant is pink or 1/f noise . Togenerate 1/f noise in Matlab, the simplest way is to create white Gaussian noise wi
University of Florida - EEL - 6502
EEL 6502Hmw # 5Due February 22, 2011Problem I1 z 10and its output is added with1 z 1white Gaussian noise of power N=0.1. The input to the plant is pink or 1/f noise . Togenerate 1/f noise in Matlab, the simplest way is to create white Gaussian noi
University of Florida - EEL - 6502
EEL 6502Hmw # 6Due April 22, 2011This problem can be called frequency doubling, because we want to learn the mappingthat doubles the frequency of a single sinewave with an adaptive filter. Take the input at1KHz sampled at 10KHz, and the desired respo
University of Florida - EEL - 6502
KerneladaptivefilteringLecture slides for EEL6502Spring 2011Sohan SethThebigpictureAdaptivefiltersarelinear.Howdowelearn(continuous)nonlinearstructures?AparticularapproachAssumeaparametricmodelUniversality:Theparametricmodelshouldbeabletoapproxi
University of Florida - EEL - 6502
Adaptive Algorithms for PCAReview of Principal Component AnalysisSolves the matrix equation RV = VDiagonalizes the covariance matrix of the input signal, V T RV = The eigenvectors become eigenfilters and they span thefrequency spectrum of the input s
University of Florida - EEL - 6502
Adaptive Algorithms for PCAPART IIOjas rule is the basic learning rule for PCA and extracts thefirst principal componentDeflation procedure can be used to estimate the minoreigencomponentsSangers rule does an on-line deflation and uses Ojas rule to
University of Florida - EEL - 6502
IEEE TRANSACTIONS ON SIGNAL PROCESSING, VOL. 41, N O. 2 , FEBRUARY 1993649The Gamma Filter-A New Class of Adaptive IIRFilters with Restricted FeedbackJ ose C . P rincipe, Senior Member, IEEE, Bert de Vries, Member, IEEE, a nd Pedro G . d e Oliveira, M
University of Florida - EEL - 6502
E EL 6502Project #2Due April 22, 2011Description: The goal of this project is to design a real t ime principal component analyzerfor music. Normally we use an FFT to find the frequency content of signals, but we cani nstead just create a bank of band
University of Florida - EEL - 6502
EEL 6502 Project #2 Due April 22, 2011 Description: The goal of this project is to design a real time principal component analyzer for music. Normally we use an FFT to find the frequency content of signals, but we
University of Florida - EEL - 6502
University of Florida - EEL - 6502
EEL 6502 ADAPTIVE SIGNAL PROCESSINGSpring 2011Instructor:Office:Phone:EmailClass Hours:Office Hours:Jose PrincipeEB 451352-392-2662principe@cnel.ufl.eduTu 2th -3th, Th 2Tu 4th, Th 3TextBook:Adaptive Filter Theory, Simon Haykin, Prentice-Hal
University of Florida - STA - 4321
STA 4321/5325 - Spring 2010Exam 1February 3, 2010Full Name:On my honor, I have neither given nor received unauthorized aid on this examination.Signature: This is a 50 minute exam. There are 4 problems, worth a total of 40 points. You may use one le
University of Florida - STA - 4321
STA 4321/5325 - Spring 2010Exam 1February 3, 2010Full Name:KEYOn my honor, I have neither given nor received unauthorized aid on this examination.Signature: This is a 50 minute exam. There are 4 problems, worth a total of 40 points. You may use on
University of Florida - STA - 4321
STA 4321/5325 - Spring 2010Exam 2February 24, 2010Full Name:On my honor, I have neither given nor received unauthorized aid on this examination.Signature: This is a 50 minute exam. There are 4 problems, worth a total of 40 points. You may use one l
University of Florida - STA - 4321
STA 4321/5325 - Spring 2010Exam 2February 24, 2010Full Name:KEYOn my honor, I have neither given nor received unauthorized aid on this examination.Signature: This is a 50 minute exam. There are 4 problems, worth a total of 40 points. You may use o
University of Florida - STA - 4321
STA 4321/5325 - Spring 2010Exam 3March 29, 2010Full Name:On my honor, I have neither given nor received unauthorized aid on this examination.Signature: This is a 50 minute exam. There are 4 problems, worth a total of 40 points. You may use one lett
University of Florida - STA - 4321
STA 4321/5325 - Spring 2010Exam 3March 29, 2010Full Name:KEYOn my honor, I have neither given nor received unauthorized aid on this examination.Signature: This is a 50 minute exam. There are 4 problems, worth a total of 40 points. You may use one
University of Florida - STA - 4321
STA 4321/5325 - Spring 2010Exam 4April 19, 2010Full Name:KEYOn my honor, I have neither given nor received unauthorized aid on this examination.Signature: This is a 50 minute exam. There are 4 problems, worth a total of 40 points. You may use one
University of Florida - STA - 4321
University of Florida - STA - 4321
University of Florida - STA - 4321
STA 4321/5325 - Spring 2010Solutions to Homework 32.77(a) There are 6 possible outcomes when rolling the rst dice, for each outcome, rolling the seconddice can result in 6 possible outcomes, thus there are 6 6 = 36 outcomes in the sample spaceS.(b)
University of Florida - STA - 4321
University of Florida - STA - 4321
Solutions to Homework 54.45Let X denote the number of underfilled cartons in the selected 50 cartons, If 50cartons are selected independently, then X can be modeled to have a binomialdistribution with p .a. p = 0.05, We then have2P ( X 2) = p ( x)
University of Florida - STA - 4321
Solutions to Homework 64.78Let Y be the number of people who refuse to be interviewed before she obtains fivepeople, soY = X 5, Y can reasonably be assumed to have the negative binomial distributionwith p = 0.6 , r = 5a.P ( X 7) = P (Y 2)2i + 45
University of Florida - STA - 4321
Solutions to Homework 75.5a. 00f x dx ce x /10 dx 10 ce x /10thus c 10c 11.10b. if b 0, F (b) 0 , if b 0, thenF (b) bf ( x)dx b0b1 x /10edx e x /10 1 e b /10010thus1 e b /10 ,F (b) 0,b0b0c. P( X 15) 1 P( X 15) 1 P( X 15) 1 (
University of Florida - STA - 4321
Solutions to Homework 85.27ba. P( X c) c1bcdx bababdP X d b a b db. P X d | X c P X c b c b cba5.39Let X denote the travel distances, it is uniformly distributed between points a and b .aba. P X 2aba2 0.5baa 3b a 3b b. P X a 3
University of Florida - STA - 4321
Solutions to Homework 95.85Let X denote the amount spent for maintenance and repairs in a certain company inthe next week, then X has an approximately normal distribution with mean of 600 andstandard deviation of 40. Hence, the probability that actual
University of Florida - STA - 4321
University of Florida - STA - 4321
Solutions to Homework 116.23For a fixed Y y [0,1] , we have 0 x 1 y , then the marginal pdf of Y isfY ( y ) f ( x, y )dx1 y 2dx0 2(1 y ),0 y 1Then, the conditional probability density function for X given Y y isf X |Y ( x | y 0.25) f X ,Y ( x,
University of Florida - STA - 4321
University of Florida - STA - 4321
University of Florida - STA - 4321
University of Florida - STA - 4321
University of Florida - STA - 4321
University of Florida - STA - 4321
University of Florida - STA - 4321
University of Florida - STA - 4321
University of Florida - STA - 4321
University of Florida - STA - 4321
University of Florida - STA - 4321
University of Florida - STA - 4321
University of Florida - STA - 4321
University of Florida - STA - 4321
University of Florida - STA - 4321
University of Florida - STA - 4321