Lecture site:  SOLIS 104 
Lecture times:  Monday, Wednesday, Friday. 2:00pm2:50pm. 
Discussion sessions 
B01 957530: Thursday 5:00p5:50p, AP&M 7421 with Saeed Vahidian
B01 957531: Thursday 6:00p6:50p, AP&M 7421 with Saeed Vahidian B01 957532: Thursday 7:00p7:50p, AP&M 7421 with Zequn Zheng B01 957533: Thursday 8:00p8:50p, AP&M 7421 with Zequn Zheng 
Final Exam time and place 
March 18th, 2019, 3:00pm  5:59pm. Place to be announced by department. 
Instructor 
Martin Licht
Email: mlicht AT ucsd DOT edu Office: AP&M 5880E Hours: Wednesday, 12pm. 
Teaching Assistant 
Saeed Vahidian
Email: svahidia AT ucsd DOT edu Office Hours: TBA, MHA 5722 
Teaching Assistant 
Zequn Zheng
Email: zez084 AT ucsd DOT edu Office Hours: Th 2pm6pm, AP&M 6436 
Section(s)  957530, 957531, 957532, 957533 
Credit Hours:  4 units 
Course content  Analysis of numerical methods for linear algebraic systems and least squares problems. Orthogonalization methods. Ill conditioned problems. Eigenvalue and singular value computations. Knowledge of programming recommended. 
Formal prerequesite  Math 18 or Math 20F or Math 31AH, and Math 20C. Students who have not completed the listed prerequisites may enroll with consent of instructor. 
Homework information  Homework will announced on Fridays after lecture. Homework can be submitted to the mailboxes (AP&M basement) on Fridays before 3:30pm. All submissions must be in handedin in handwritten form. 
Academic Integrity  Every student is expected to conduct themselves with academic integrity. Violations of academic integrity will be treated seriously. See http://wwwsenate.ucsd.edu/manual/Appendices/app2.htm for UCSD Policy on Integrity of Scholarship. 
Resources 
The textbook for this lecture is:

Helpful links 
A+  A  A  B+  B  B  C+  C  C 
100  96.66  96.65  93.33  93.32  90.00  89.99  86.66  86.65  83.33  83.32  80.00  79.99  76.66  76.65  73.33  73.32  70 
Lecture  Content 

# 1, 1M 07.01.2019. 
Administrativa.
Examples and Motivation.
Part 1: FloatingPoint Numbers 
# 2, 1W 09.01.2019. 
Part 1: FloatingPoint Numbers 
# 3, 1F 11.01.2019. 
Part 2: Linear Algebra on a computer

# 4, 2M 14.01.2019. 
Part 2: Linear Algebra on a computer 
# 5, 2W 16.01.2019. 
Part 3: Linear Systems of Equations 
# 6, 2F 18.01.2019. 
Part 4: Triangular Systems of Equations
Homework 1 & 2 announced. 
# 7, 3M 21.01.2019. 
Martin Luther King, Jr. Holiday 
# 8, 3W 23.01.2019. 
Part 4: Triangular Systems of Equations 
# 9, 3F 25.01.2019. 
Part 5: LU decomposition and Gauss elimination

#10, 4M 28.01.2019. 
Part 5: LU decomposition and Gauss elimination 
#11, 4W 30.01.2019. 
Part 5: LU decomposition and Gauss elimination 
#12, 4F 01.02.2019. 
Part 5: LU decomposition and Gauss elimination
Homework 1 & 2 collected. Homework 3 & 4 announced. 
01.02.2019: Deadline to change grading option, change units, and drop classes without "W" grade on transcript.  
#13, 5M 04.02.2019. 
Part 5: LU decomposition and Gauss elimination 
#14, 5W 06.02.2019. 
Part 5: LU decomposition and Gauss elimination 
#15, 5F 08.02.2019. 
Part 6: Cholesky factorization 
#16, 6M 11.02.2019. 
Midterm. 
#17, 6W 13.02.2019. 
Part 6: Cholesky factorization 
#18, 6F 15.02.2019. 
Part 6: Cholesky factorization
Homework 3 & 4 collected. Homework 5 & 6 announced. 
15.02.2019: Deadline to drop with "W" grade on transcript.  
#19, 7M 18.02.2019. 
Presidents' Day Holiday 
#20, 7W 20.02.2019. 
Part 7: Sensitivity of Linear Systems 
#21, 7F 22.02.2019. 
Part 7: Sensitivity of Linear Systems

#22, 8M 25.02.2019. 
Part 7: Sensitivity of Linear Systems 
#23, 8W 27.02.2019. 
Part 7: Sensitivity of Linear Systems 
#24, 8F 01.03.2019. 
Part 8: GramSchmidt process and QR factorization
Homework 5 & 6 collected. Homework 7 & 8 announced. 
#25, 9M 04.03.2019. 
Part 8: GramSchmidt process and QR factorization 
#26, 9W 06.03.2019. 
Part 8: GramSchmidt process and QR factorization 
#27, 9F 08.03.2019. 
Part 8: GramSchmidt process and QR factorization
Homework 7 & 8 collected. Practice Material for Final available.. 
#28,10M 11.03.2019. 
Part 8: GramSchmidt process and QR factorization 
#29,10W 13.03.2019. 
Part 9: Iterative Methods 
#30,10F 15.03.2019. 
Part 9: Iterative Methods 
FI 18.03.2019. 
Final Exam. 3:00pm  5:59pm. Place to be announced. 