__At
__

** ☺ Teaching (Fall,
2009), **Office Hour: TuTh 2:20-3:35, or by appointment.

Modern Algebra I (Math 521) , TuTh, 1:00-2:15, NS317, syllabus

Textbook: Contemporary Abstract Algebra by Joseph
A. Gallian, 7^{th} edition

For more information use Blackboard.

** ☺ Teaching (Spring, 2009), **Office Hour: MTR 2:00-2:50, or by
appointment.

(1) Calculus III (Math 301) , MTR, 3:00-4:15, NSLL30, syllabus

Textbook: Calculus by James Stewart, **6 ^{th} edition**

(2) Calculus II (Math 206) , TR, 5:00-6:45 at HM 114, syllabus

Textbook: Calculus by James Stewart, **6 ^{th} edition**

** ☺ Teaching (Spring,
2008), **Office Hour: TR
3:30-5:00, or by appointment.

(3) Abstract Algebra II (Math 622) , TR, 1:00-2:15, NS 317, syllabus

Textbook: Abstract Algebra by D. S. Dummit and R.M. Foote, **3rd
edition**.

(4) Calculus II (Math 206) , TR, 5:00-6:45 at EH 215, syllabus

Textbook: Calculus by James Stewart, **6 ^{th} edition**

** ☺ Teaching (Fall,
2007), **Office Hour: To be
announced, or by appointment.

(5) Abstract Algebra I (Math 621) , TR, 1:00-2:15, Room might change.

Textbook: Abstract Algebra by D. S. Dummit and R.M. Foote, **3rd
edition**.

(6) Calculus I (Math 205) , TR, 5:00-6:45 at NS 128

Textbook: Calculus by James Stewart, **6 ^{th} edition**

** ☺ Teaching (Spring, 2007), **Office Hour: TWR 3:00-4:00 PM, or by
appointment.

(1) Modern Algebra II (Math 522) , TR, 4:00-5:15 at NS 212E

Textbook: Contemporary Abstract Algebra by Joseph
A. Gallian, 6^{th} edition.

(2) Calculus I (Math 205) , TR, 5:30-7:15 at NS 108

Textbook: Calculus by James Stewart, 5^{th}
edition

** ☺ Teaching (Fall,
2006), **Office Hour: MWF
11:00-11:50 AM, or by appointment.

(1) Modern Algebra I (Math 521) , MW, 4:00-5:15 at NS 317

Textbook: Contemporary Abstract Algebra by Joseph
A. Gallian, 6^{th} edition.

(2) Calculus II (Math 206) , MWF, 9:30-10:45 at NS 108

Textbook: Calculus by James Stewart, 5^{th}
edition

** ☺ Teaching (Spring, 2006), **Office Hour: TTH 4:00-5:30 PM, or by
appointment.

(1) Modern Algebra I (Math
521) , TTH, 11:00-12:15 at NS 210C

Textbook: Contemporary Abstract Algebra by Joseph
A. Gallian, 6^{th} edition.

(2) Calculus I (Math 205) , TTH, 5:30-7:15 at NS 110

Textbook: Calculus by James Stewart, 5^{th} edition

** Teaching (Fall, 2005), **Office
Hour: M.F. 1:00-2:00 PM, W. 2:30-3:30 or by appointment.

(1) Calculus I (Math 205) , MWF, 9:30-10:45 at NS 317

__At
University of Nebraska-Lincoln (2002-2005)__

** Teaching (Spring, 2005), **Office Hour: TR 3:30-5:00 PM

(1) Matrix
Theory (=Linear Algebra) (Math 314) , TR,
11:00-12:15 at Oldfather Hall 304

For old exams, click Courses taught below and find Old Mid I, Mid I with solution, etc.

(2)Contemporary Math (Math 203), TR, 2:00-3:15 at MABL 234

Text : For All Practical
Purposes by COMAP (6^{th} Edition)

*Teaching (Fall, 2004)*

(1) Matrix Theory (Math 314), MWF, 11:30-12:20 at Avery Hall 16

Mid I with solution (Fall, 2004)

Announcement : Midterm II is on November 5 (Friday) in class according to the syllabus.

You can practice by downloading the following old exam!

Old Final (12-6-04)

(2) Calculus II (Math 107) , MWF, 9:30-10:20 at Avery Hall 106

Mid3 Old Exam from Dr. Harbourne's page

Project solution (12-6-04)

Solution for Mid III will be available soon. (12-6-04)

Final Old Exam from Dr. Harbourne's page (12-6-04)

*Teaching (Spring, 2004)*

(1) Graph Theory (Math 452) , MWF, 9:30-10:20 at M&N 206 ( course information )

Textbook : Introduction to Graph Theory by D. West, Second Ed., Prentice Hall, 2000. (Same as Math 852)

(2) Calculus III (Math 208), MWRF, 11:30-12:20 at HENZ 201 ( course information )

(1) Combinatorics (Math 850) , MWF, 9:30-10:20 at M&N B7 ( course information )

Textbook : Combinatorics
: Topics, Techniques, Algorithms, by Peter J. Cameron, First Ed.,

References :

1. Introductory Combinatorics by Richard A. Brualdi,

2. A Course in Combinatorics by Van Lint and Wilson

(2) Calculus III (Math 208), MWRF, 12:30-1:20 at Oldfather Hall 204 ( course information )

(1) Topics in Algebra :
Number Theory and Cryptography (Math 918), MTWR,

Textbook : A course in Number Theory and Cryptography by Neal Koblitz, Springer-Verlag. This book should be available at the Union Bookstore.

References :

1. Introduction to Cryptography with Coding
Theory by

2. Cryptography: Theory and Practice (Discrete Mathematics and Its Applications) by Douglas R. Stinson (Hardcover)

3. Elliptic Curves: Number Theory and Cryptography by L.C. Washington (useful for Elliptic Curve Cryptosystem)

4. Handbook of Applied Cryptography by Alfred J. Menezes, et al

Assignment I,
II, III (due