CS
155 (Section 1): Introduction to the Design and Analysis of Algorithms, Spring 2023
David Scot Taylor
Associate Professor
Dept. of Computer
Science
San Jose State University
212 MacQuarrie Hall
Phone: (408) 924-5124 (email works better)
Email: david.taylor "at" sjsu.edu
Spring 2023
office hours:
- Monday, 1:30-2:30 (in person).
- Tuesday, 12:15-1:15 (in person).
- Other times available, especially on Tuesdays. Set up an appointment by email.
Office hours will generally be in-person. When they are virtual, use this zoom
link for zoom office hours, and you will enter the waiting room
(I will see one at a time in the order you enter, occasionally
updating the waiting room through chat about the size of the queue.)
|
Class Meetings:
- Section 1: MH 223, Mon/Wed noon-1:15
Prerequisite Courses
You must show me that your prerequisite courses have been satisfied.
If you do not show me by Monday, February 13 (a few days before drop
date), I will probably drop you from the course. Further,
I will not give out any add codes without first
seeing prerequisite proof.
You should show me grades for CS146.
Course Format
Most of class time will be spent for lectures and answering
questions, with reading and homework assignments assigned for
completion outside of class.
Course Website
The course website can be found at http://www.cs.sjsu.edu/faculty/~taylor/term/current/CS155/.
This site contains a link to this greensheet, a schedule of classes
thus far, and other information and announcements. Grades will be
posted on SJSU's Canvas website at
https://sjsu.instructure.com/, which may also be used for additional
communication.
Course Description
Algorithm design techniques: dynamic programming, greedy algorithms,
Euclidean and extended Euclidean algorithms, Discrete and Fast Fourier
transforms. Analysis of algorithms, intractable problems and
NP-completeness. Additional topics selected from: selection algorithms
and adversary arguments, approximation algorithms, parallel
algorithms, and randomized algorithms.
Course Learning Outcomes
Upon successful completion of this course, students should be able to:
- have a full understanding of various algorithmic design techniques: greedy,
divide-and-conquer, and dynamic programming
- understand the general notion of complexity classes, P and NP,
completeness and hardness, and the relationships between classes by
reduction
- know when to use exact, heuristic, and approximation algorithms
- think recursively for algorithm design
Required Texts/Readings
Textbooks
This textbook is very widely used, and I hope it will come in handy
beyond this course. The 3rd edition, for the
material we cover, is quite similar to the 2nd edition. (The 2nd
edition managed to obfuscate a few issues from the 1st edition while
clarifying others.) I think the majority of changes from the 2nd to
the 3rd edition are in sections we don't cover, though some of the
exercises and readings have changed. When possible, I will post
assignments for both the 2nd and 3rd editions of the book.
Introduction to Algorithms, 3rd Edition
Cormen, Leiserson, Rivest, and Stein
ISBN-10: 0262033844
ISBN-13: 978-0262033848
MIT Press, 2009
You can find errata (bug reports) for the book
http://www.cs.dartmouth.edu/~thc/clrs-bugs/bugs-3e.php, for
whichever printing of the book you get.
Other Technology Requirements
Students are expected to have wireless laptops, with Java and a Java
IDE installed. If this is not possible, please see me.
Other Readings
I will make any additional reading material as needed, either by a
link or by hardcopy.
Course Requirements and Assignments
Workload
The following will be regularly assigned for time outside of class:
- Readings from textbook or handouts
- Written homework problems
- Programming assignments (maybe)
- Rote homework problems may be given in Canvas.
During the introduction of new material, homework is our chance to
learn by making mistakes. It is expected that you will make an effort
in all of the above for the sake of learning the material, and to give
yourself feedback for your own learning.
For written homework problems, they will not be graded on
correctness, but on whether or not enough of an attempt was made to
answer that problem. You may discuss problems with others (it
should be documented). You should not simply copy solutions, nor
look for solutions (on the web or elsewhere), but if needed you can
have somebody explain a problem to you in full, until you understand
the solution. I might only return solutions for those problems for
which you turn in evidence of putting in enough effort.
For both Canvas and written homework, you should do each homework,
unless you are positive that you understand the topic so well that
doing the homework would not be a good use of your time. And for
those students? They should be the ones helping classmates to
understand the material, as outlined in the two preceding
paragraphs.
If we have programs, you are expected to code your own, but can get
help from others. Talking is good. Sharing code is not, and this includes
reading their code and retyping it, or having them dictate it to
you. Do not look for premade solutions. If you get help from
others, it should be documented in comments. Do not copy
code. You should understand what your code does. (We can go
into program expectations more if we actually have programs this
term.)
Class Participation
Class partiticipation and feedback are very important to keep the
course interesting. If I am covering material too slowly or
quickly, or if I am not clearly explaining things, you must let me
know. I prefer an interactive learning environment. If you
disagree with something I say, speak up. Argue with me in front of
the class. It will make the class better, and right or wrong,
constructive interaction will not not hurt your grade. If you are
correct, clearly my mistake should be corrected. If you are
incorrect, probably I have not explained something clearly anyway, and
at least half of the class is confused by it. Point it out right then
and there. In cases of exceptional participation that seem to benefit
the class as a whole, I reserve the right to improve a student's grade
by up to 1/3 grade.
University Policies
Per University Policy S16-9, university-wide policy information
relevant to all courses, such as academic
integrity, accommodations, etc. will be available on Office of
Graduate and Undergraduate Programs’ Syllabus
Information web page at http://www.sjsu.edu/gup/syllabusinfo/.
Drop Date
Note that for this semester, the last day to drop without
consequence
is Thursday, September 15, and the last
day to add is also Thursday, September 15. After
these dates it becomes very difficult to drop or add a class, so be
sure you are where you want to be before these dates arrive!
Class Format
This class is scheduled to be an in-person class.
COVID-19 and Monkeypox
Students registered for a College of Science (CoS) class with an
in-person component should view
the CoS
COVID-19 and Monkeypox Training slides
for updated CoS, SJSU, county, state and federal information and
guidelines, and more information can be found on the SJSU
Health Advisories website.
By working together to follow these
safety practices, we can keep our college safer. Failure to follow
safety practice(s) outlined in the training, the SJSU Health
Advisories website, or instructions from instructors, TAs or CoS
Safety Staff may result in dismissal from CoS buildings, facilities or
field sites. Updates will be implemented as changes occur (and posted
to the same links).
Grading
Each of two exams during the semester will count as 25% of your
grade. The final exam will be 50%. Exam curves may be modified due
to how much homework the class, as a whole, attempts (with good
effort, rather than correctness, for written homework problems).
Furthermore, I may set some additional "final only" score, such that
you can still pass the class by doing well enough on the final,
regardless of your scores on the two exams during the semester.
Final:
- For Section 1, the final exam will be Wednesday, May 17, at 9:45-noon
Recording Lectures or Sharing Course Materials
You can make audio recordings of class for your own personal use, but
they should not be reproduced or distributed. If, for some reason,
you want video, please come discuss it with me.
Course material developed by the instructor is the intellectual
property of the instructor and cannot be shared publicly without his/her approval. You may not publicly
share or upload instructor generated material for this course such as exam questions, lecture
notes, or homework solutionswithout instructor consent.
Tentative Class Schedule
Below is just a rough outline, by week rather than date. (A few special
dates, such as those for exams, are added.) We have no meetings in the
0th week of classes, which start on August 19. Week x.y refers to the
yth meeting of the class during week x, where y is 1 or 2 (not 0).
Approximate Date
Subject to change
|
Planned Topic |
Actual Topic (if different) or more detail |
January 25 |
Introductions, Administrivia, Greedy |
Activity Selection |
January 30 |
Greedy/Proofs |
Finish Activity Selection Find number of
overlaps for each activity Start Huffman Codes |
February 1 |
Greedy/Proofs |
Finish Huffman Codes Fractional Knapsack | -->
February 6 |
Greedy/Proofs
Start Geometric?
|
Convex Hull |
|
February 8 |
Geometric |
Intersecting Vertical/Horizontal Line
Segments. Start for arbitrary segments |
|
February 13 |
Geometric |
Finish line segment intersection Closest Pairs |
February 15 |
Geometric |
Ghostbusters! |
February 20 |
Geometric |
Ghostbusters optimized Worst Case Linear Time Selection |
February 22 |
GCD, Strassen |
February 27 |
FFT |
March 1 |
FFT |
March 6 |
Review
|
March 8 |
Exam 1
|
March 13 |
Exam Return, Dynamic Programming |
March 15 |
Dynamic Programming |
March 20 |
Dynamic Programming |
March 22 |
Dynamic Programming |
April 3 |
Dynamic Programming |
April 5/td>
| Dynamic Programming |
April 10 |
NP |
April 12 |
NP
|
April 17 |
NP/Approx
|
April 19 |
NP/Approx |
April 24 |
Review |
April 26 |
Exam 2 |
May 1 |
Exam 2 returned |
May 3 |
Online/Randomized |
May 8 |
Online/Randomized |
May 10 |
Online/Randomized |
May 15 |
Review |
- For Section 1, the final exam will be Wednesday, May 17, at 9:45-noon