This preview shows page 1. Sign up to view the full content.
Unformatted text preview: 4 THE scaling factors used for scaling rows.
FS: Part B: IV, V, VI
IV.5 V.1 Appendix B4
Stanley 99: Ch. 6
(self-study) Singularity Analysis One Nov 2
remark: we do not really need toAsst #2 Due A to reduced row echelon form,
onlyVI.1 row echelon form. Indeed, to go form a matrix in row echelon
Introduction to Prob.
form to a matix in reduced row echelon form, we only need row operations
Limit Laws and Comb
that add a multiple of a row to another row, which do not modify the deterRandom Structures
Discrete Limit Laws
and Limit Laws
minant. Moreover, Ca matrix in row echelon form is upper triangular, so the
determinant is (rotating to compute,discrete is the products of the entries on the dieasy
Continuous Limit Laws Marni
agonal. In particular, if the matrix in row echelon form has a row of zeroes,
View Full Document