MATH 307 Lecture Notes - Lecture 13: National Order Of Quebec

• School: UBC
• Department: Mathematics
• Course: MATH 307
• Professor: JEONG, HALYUN

Document Summary

Usethisf to solve differentialequations such as function rix i e find f whichis the approx of f f x rtx for a given. These twoequationscanbeobtained from the doesnot have a uniquesolution needtwomoreequations constraints of differential equations. Ex bvp f on ta b fla _f xo a fcb f xm b. O e o n o e o to ol lo o e o l 2 i o o. 21 i e o o e o g o e e e. Tn mutts: o o f l z i. Ntl x ntl matrix call it l thismatrix isinvertible. Ex ivpcase textonea b xo a f a fiat f xo a f no b mm. Use f which approximates f fi xo fix f xo ox: o fi to b ox otf. ttf b. I i i e o: f 6 713. General fermi canbedealt with the same argument this. A f lb b f x 1gcx fix mx.