Math 251 Lecture 14: Wednesday, October 13th 1999.

Limits of functions of two variables were defined. Various examples were given, showing how the limit-can be path-dependent, thereby causing the limit to fail. These examples were plotted in Maple so one could see, for example, how a limit could be consistent along all straight paths, but different along a curved path.

Continuity was defined for functions of 2 variables, and various examples were given.


SFU / Math & Stats / ~hebron / math251 / lec_notes / lec14.html

Revised 26 October 1999 by John Hebron.