Prof. Michael Liebling
Department of Electrical on Computer Engineering
University of California Santa Barbara

Hours
Monday 10–10:50am, BSIF 1217: Lecture
Wednesday 10–10:50am, BSIF 1217: Lecture
Friday 10–10:50am, BSIF 1217: Lecture
Friday noon–12:50pm, HSSB 1237: Discussion
Friday 1–1:50pm, BUCHN 1934: Discussion

Office Hours 
Prof. Michael Liebling, Harold Frank Hall 3155: Wednesday 4-5 pm
or by appointment: liebling AT ece.ucsb.edu (please specify ECE148 in the subject line)

TA: Jingning Han, jingning AT umail.ucsb.edu, Phelps 1435, Tuesday, Thursday 9:30–10:30AM.

Latest Updates

6/3/2008 Uploaded class-notes for Week 9 (PDF, 808K)
Uploaded class-notes for Week 10 (PDF, 452K)
5/30/2008 For reference: corrected a typo in the assignment for Project 4 (PDF, 100K). The (moving) average sums should be over l=0,...,L-1 (not L) and the normalization factor should be L, not L-1 .
5/28/2008 Reports on Project 4 are due on Friday 30 May, 4:00 pm (no change).
The comments on the Project 4 reports will be given back on Wednesday June 4 during class.
The deadline for handing in the Final Project (based on the comments we'll make on your Project 4 reports) is Monday, June 7, 4:00pm.
Uploaded Homework 4 (PDF, 68K).
Uploaded Solution to Homework 3 (PDF, 64K).
5/27/2008 Uploaded class-notes for Week 8 (PDF, 784K)
For reference: uploaded a corrected version of Homework 3 (PDF, 84K). In question 3.2 f) the coefficients should be compared to the fft of s2, (and not of a).
5/22/2008 Uploaded the assignment for Project 4 (PDF, 100K).
5/16/2008 Uploaded a corrected version of Homework 3 (PDF, 84K): the coefficients in the matrix of problem 3.2 should all be positive.
5/16/2008 Uploaded class-notes for Week 6 (PDF, 548K), and Week 7 (PDF, 428K).
Uploaded Solution to Homework 2 (PDF, 540K).
5/14/2008 There will be no office hours on Wednesday 14 May and no class on Friday, 16 May 2008.
Uploaded Homework 3 (PDF, 84K).
5/8/2008 There is a typo in the last equation of Homework 2. For f[n] and F[k] of length/period 2N, and F1[k] and F2[k] of length/period N,
F[k] = F1[k] + exp(-j π k / N) F2[k] (there is no factor 2 in the exponential).
The handout (PDF, 68K) has been updated.
5/7/2008 Added assignment for Project 3 (PDF, 96K).
5/6/2008 Added class-notes for Week 5 (PDF, 556K).
5/2/2008 Uploaded Homework 2 (PDF, 68K).
Uploaded Solution to Homework 1 (PDF, 584K).
4/28/2008 Added class-notes for Week 4 (PDF, 772K).
Added class-notes for Digital Holography (addendum week 4) (PDF, 1.4MB).
4/23/2008 Added assignment for Project 2 (PDF, 64K).
4/18/2008 Uploaded Homework 1 (PDF, 932K).
Added class-notes for Week 3 (PDF, 976K).
4/14/2008 Added class-notes for Week 2 (PDF, 524K).
4/10/2008 Corrected typos in Project 1 assignment (PDF, 60K). In part a) and c), the second sum is over sin, not cos.
4/9/2008 Added class-notes for Week 1 (PDF, 768K) and assignment for Project 1 (PDF, 60K).
4/4/2008 The two discussion sessions have been merged into one. If you have a time conflict with the new hour, let us know.
4/2/2008 Updated page.
There will be no class on Monday, 7 April 2008
3/30/2008 First version of syllabus
3/4/2008 Tentative syllabus

Catalog Description
A sequence of engineering applications of signal analysis and processing techniques; in communications, image processing, analog and digital filter design, signal detection and parameter estimation, holography and tomography, Fourier optics, and microwave and acoustic sensing.

Prerequisites
ECE 130A-B with a minimum grade of C-.

Course Objectives

Class/Laboratory Hours

Schedule (Subject to Change)

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Date Lecture
Discussion/Homework
Week 1 (31 Mar–4 Apr) Frequency-Shift Keying
31 Mar
2 Apr
4 Apr Lecture Notes, Week 1, PDF, 768K Intro to Matlab
Week 2 (7–11 Apr) Hilbert Transform
7 Apr No class
9 Apr Project 1 Assignment, PDF, 60K
11 Apr Lecture Notes, Week 2, PDF, 524K Discuss Project 1: Fourier Series
Week 3 (14–18 Apr) Wave Propagation & Fourier Optics
14 Apr
16 Apr
18 Apr Lecture Notes, Week 3, PDF, 976K Project 1 is due
Discuss Homework 1 (PDF, 932K)
Week 4 (21–25 Apr) Time-delay and displacement estimation
<--> Holography
21 Apr
23 Apr Project 2 Assignment, PDF, 64K
25 Apr Lecture Notes, Week 4, PDF, 772K
Digital Holography, PDF, 976K
Homework 1 is due
Discuss Project 2: Hilbert Transform
Week 5 (28 Apr–2 May) Fast Fourier Transform
28 Apr
30 Apr
2 May Lecture Notes, Week 5, PDF, 556K
Project 2 is due
Solution Homework 1 (PDF, 584K)
Discuss Homework 2 (PDF, 68K)
Week 6 (5–9 May) Convolution and Filtering
5 May
7 May Lecture Notes, Week 6, PDF, 548K
Project 3 Assignment, PDF, 96K
9 May Homework 2 is due
Discuss Project 3: Interpolation
Week 7 (12–16 May) Operators and Matrices
12 May
14 May no office hours
16 May no class
Lecture Notes, Week 7, PDF, 428K
Project 3 is due
Discuss Homework 3 (PDF, 84K)
Solution Homework 2 (PDF, 540K)
Week 8 (19–23 May) Operators and Matrices
19 May
21 May Project 4 Assignment, PDF, 100K
23 May Lecture Notes, Week 8, PDF, 784K
Homework 3 is due
Discuss Project 4: Pattern Matching
Week 9 (26–30 May) Splines and Wavelets
26 May No Lecture: Memorial Day
28 May Solution Homework 3 (PDF, 64K)
30 May Lecture Notes, Week 9, PDF, 808K
Project 4 is due
Discuss Homework 4 (PDF, 68K)
Week 10 (2–6 Jun) Imaging Applications
2 Jun
4 Jun Lecture Notes, Week 10, PDF, 452K
Comments on Project 4 report are given
6 Jun Homework 4 is due
Week 11 (7–13 Jun)
9 Jun 4:00 pm Final Report (based on Project 4) is due.

Recommended Textbooks
A.V. Oppenheim and R.W. Schafer, with J.R. Buck. Discrete-Time Signal Processing, Second Edition. Prentice-Hall, Inc.: Upper Saddle River, NJ, 1999.

J. W. Goodman" Introduction to Fourier Optics" 3rd Edition, Roberts and Company Publishers (Greenwood Village, CO), 2004. ISBN: 978-0974707723

See also the books on the Course Reserve at the UCSB library: ECEN594Q-LIB <--> Bibliography: Goodman Bertero Fractional Fourier Transform Introduction to confocal fluorescence microscopy (Muller)

Homework

Midterm Exam
The midterm will consist of a problem set, similar to HW1-3 and some general questions about concepts discussed in the class. The midterm is a closed-book exam.

Final

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Grading 
All work will be graded on a point scale from 0-100.
The final course grade will be computed as follows:
    Total Point = 40% Homework + 60% Mini-Projects
where the lowest homework grade does not contribute to the Homework average, that is:
    Homework = ∑iS hi/(N-1),
where S = {1,...,N} \ ijoker, with ijoker = arg mini hi, and hi is the grade for homework i=1,...,N, N=6. Total Point will then be converted to a letter grade

    
Total PointsLetter
93–100A
88–92A-
85–87B+
82–84B
78–81B-
75–77C+
72–74C
68–71C-
65–67D+
62–64D
60–61D-
0–59F

Links 
Workshop on Bio-Image Informatics 2008 @ UCSB
Microscopy Primer
Microscopy from the Beginning (Zeiss)
ImageJ
Imaris (Bitplane AG)

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