Spring 2006 - EECS 219A

Computer-Aided Verification of Electronic Circuits and Systems

UC Berkeley Academic Calendar: Spring Semester 2006
SPRING SEMESTER BEGINS	January 10, 2006	Tuesday
Fee Payment Due	January 15, 2006	Sunday
Martin Luther King Holiday	January 16, 2006	Monday
Instruction Begins	January 17, 2006	Tuesday
Presidents' Day Holiday	February 20, 2006	Monday
Spring Recess	March 27, 2006 - March 31, 2006	Monday-Friday
Cesar Chavez Holiday	March 31, 2006	Friday
Charter Anniversary	April 8, 2006	Saturday
Cal Day	April 22, 2006	Saturday
Instruction Ends	May 9, 2006	Tuesday
Final Examinations	May 12, 2006 - May 19, 2006	Friday-Friday
SPRING SEMESTER ENDS	May 19, 2006	Friday
Memorial Day Holiday	May 29, 2006	Monday

Lectures

Week 1 (January 20)

Lecture 1: Introduction PPT

Lecture 2: Example Problems and Basic Equations PPT

Week 2 (January 27)

Lecture 1: Example Problems and Basic Equations PPT

Lecture 2: Solving Linear Systems – Gaussian Elimination PPT

Week 3 (February 3)

Lecture 1: Solving Linear Systems – Gaussian Elimination (PPT above)

Lecture 2: Solving Linear Systems – Sparse Matrices PPT

Week 4 (February 10)

Lecture 1: QR and Krylov-Subspace Matrix Solution Methods PPT

Lecture 2: Generalized Conjugate Residual (GCR) Convergence PPT

Week 5 (February 17)

Lecture 1: Generalized Conjugate Residual (GCR) Convergence (PPT above)

Lecture 2: Generalized Conjugate Residual (GCR) Preconditioners PPT

Week 6 (February 24)

Lecture 1: Newton Methods PPT

Lecture 2: Modified Newton Methods PPT

Week 7 (March 3)

Lecture 1: Methods for Ordinary Differential Equations PPT

Lecture 2: Multistep Methods I: Small Time-Steps Consistency PPT

Week 8 (March 10)

Lecture 1: Multistep Methods II: Small and Large Time-Steps Stability PPT

Lecture 2: Sensitivity PPT

Week 9 (March 17)

Lecture 1: Methods for Computing Periodic Steady-State (Amit Mehrotra) PPT

Lecture 2: Methods for Computing Periodic Steady-State (Amit Mehrotra) (PPT above)

Week 10 (March 24)

Lecture 1: Integral Equation Methods (Zhenhai Zhu) PPT

Lecture 2: Integral Equation Methods II (Zhenhai Zhu) PPT

Week 11 (spring break)

The Best of the 20th Century: Editors Name Top 10 Algorithms

Week 12 (April 7)

Lecture 1: Fast Methods for Integral Equation Solvers (Zhenhai Zhu) PPT

Lecture 2: Fast Methods for Integral Equation Solvers II (Zhenhai Zhu) (PPT above)

Week 13 (April 14)

Lecture 1: Finite Element Methods PPT

Lecture 2: Finite Difference Methods (PPT above)

Week 14 (April 21)

Lecture 1: Package-Chip Co-Design (Shauki Elassaad) PPT

Lecture 2: Package-Chip Co-Design II (PPT above)

Week 15 (April 28)

Lecture 1: Model Order Reduction (Zhenhai Zhu) PPT

Lecture 2: Variational Interconnect Analysis via PMTBR (Zhenhai Zhu) PPT

Week 16 (May 5)

Lecture 1: Nonlinear Model Order Reduction and Applications (Jaijeet Roychowdhuri) PPT

Lecture 2: Nonlinear Model Order Reduction and Applications II (Jaijeet Roychowdhuri) (PPT above)