gibson:teaching:fall-2014:iam961:iam-961-hw4

**Problem 1.** Trefethen & Bau exercise 15.1

**Problem 2.** Show that matrix-vector multiplication
is backward stable when computed with floating-point operations that satisfy the
fundamental axioms of floating-point arithmetic. You can use the backwards stability
of floating-point computation of the inner product between two vectors.

**Problem 3.** Trefethen & Bau exercise 16.1

Due Monday 11/17 in lecture.

gibson/teaching/fall-2014/iam961/iam-961-hw4.txt · Last modified: 2014/10/30 09:27 by gibson