| Additions to this web site no longer count towards good deed points.
|
| #
|
Week of...
|
Notes and Links
|
| 1
|
Sep 10
|
About This Class, Tuesday, Thursday
|
| 2
|
Sep 17
|
HW1, Tuesday, Thursday, HW1 Solutions
|
| 3
|
Sep 24
|
HW2, Tuesday, Class Photo, Thursday
|
| 4
|
Oct 1
|
HW3, Tuesday, Thursday
|
| 5
|
Oct 8
|
HW4, Tuesday, Thursday
|
| 6
|
Oct 15
|
Tuesday, Thursday
|
| 7
|
Oct 22
|
HW5, Tuesday, Term Test was on Thursday. HW5 Solutions
|
| 8
|
Oct 29
|
Why LinAlg?, HW6, Tuesday, Thursday, Nov 4 is the last day to drop this class
|
| 9
|
Nov 5
|
Tuesday, Thursday
|
| 10
|
Nov 12
|
Monday-Tuesday is UofT November break, HW7, Thursday
|
| 11
|
Nov 19
|
HW8, Tuesday,Thursday
|
| 12
|
Nov 26
|
HW9, Tuesday , Thursday
|
| 13
|
Dec 3
|
Tuesday UofT Fall Semester ends Wednesday
|
| F
|
Dec 10
|
The Final Exam (time, place, style, office hours times)
|
| Register of Good Deeds
|
Add your name / see who's in!
|
|
|
Linear transformation
Definition: A function L: V-> W is called a linear transformation if it preserve following structures:
1) L(x + y)= L(x) + L(y)
2) L(cx)= c.L(x)
3) L(0 of V) = 0 of W
Proposition:
1) property 2 leads to property 3
2) L: V -> W is a linear transformation iff [math]\displaystyle{ \forall\,\! }[/math] c [math]\displaystyle{ \in\,\! }[/math], [math]\displaystyle{ \forall\,\! }[/math] x, y [math]\displaystyle{ \in\,\! }[/math] V: L(cx + y)= cL(x) + L(y)
lecture note on oct 18, uploaded by starash
