06-1350/Grades

06-1350/Navigation Panel   # Week of... Links 1 Sep 11 About, Tue, Thu 2 Sep 18 Tue, Kurlin(P), Thu 3 Sep 25 Tue, Photo, Thu 4 Oct 2 HW1, Tue, Thu 5 Oct 9 Tue(P), Thu(P) 6 Oct 16 HW2, Tue(P), Thu(P) 7 Oct 23 Tue(P), Thu 8 Oct 30 HW3, Tue, Thu 9 Nov 6 Tue ($\nu$), Thu 10 Nov 13 Tue, Thu 11 Nov 20 HW4(P), Thu 12 Nov 27 Thu 13 Dec 4 Syzygies in Asymptote, Final Jan 8 Grades Note. (P) means "contains a problem that Dror cares about". Add your name / see who's in! On to 07-1352

In Preparation

The information below is preliminary and cannot be trusted! (v)

Grading the Homework Assignments

I have graded the homework assignments very loosely and without too much attention to detail, on a scale from 0 to 100.

• In HW1, each of the 4 questions was worth 25 points and the "hard and not mandatory" part of problem 1 was worth up to 20 "bonus" points.
• In HW2, the first two questions were worth 30 points each and the third was worth 40 points.
• In HW3 each part was worth approximately 20 points, but I graded the whole assignment as one unit without giving grades to the individual parts.
• For HW4 the scale was:

Grade	Meaning
100	significant mathematical contribution
95	some mathematical contribution
90	cosmetic contribution
85	assignment submitted

Grading the Final

I have used the following key in grading the final exam:

Question Grade	Total Grade	Meaning
34	102	Your essay(s) is/are worthy of publication (very rare)
32	96	Your essay(s) is/are worthy of weblication (rare)
30	90	Your essay(s) indicated solid understanding of the material, but there is no reason for anyone other than you and me to read them (most common)
28	84	Your essay(s) indicated some understanding of the material, but also some gaps
26	78	You've studied for the exam and thought about the material, but not enough

Good Deeds

The good deeds were public and so are the points awarded to them. (Note that work internal to HW4 is given credit under homework, not here).

Name	User id	Deed or deeds	All wiki contributions	Points
Zavosh Amir-Khosravi	Zak	Fixed one typo.	show	1
Omar Antolin Camarena	Omar	Proved that the obstruction group related to the construction of $e^{x}$ vanishes (but did not write his proof!).	show	10
Jana Archibald	Jana	-	show	0
Michael Baily	Bailey	-	show	0
Karene Chu	Karenechu	-	show	0
Andrew Critch	?	Lead a very useful review class.	show	12
Zsuzsi Dancso	Zsuzsi	Posted an attempted solution of an exercise.	show	8
Michael de Jong	michael	Posted scanned class notes for one class.	show	8
Andy Hammerlindl	Andy	Posted class notes for many classes, wrote 06-1350/Syzygies in Asymptote (and related pages and programs).	show	50
Oleg Ivrii	Oivrii	Posted typeset class notes for two classes (1, 2), though linking the images in a funny way.	show	12
Louis Leung	?	-	show	0
Fionntan Roukema	Roukema	Started a discussion (that did not go far...).	show	4
Siddarth Sankaran	Sankaran	Presented VasCalc in class.	show	12
Kristin Shaw	Shawkm	-	show	0