10-1100/About This Class - Revision history

Drorbn: /* Homework */

2010-10-11T18:27:40Z

Homework

← Older revision		Revision as of 14:27, 11 October 2010
Line 39:		Line 39:

	====Homework====		====Homework====
	Assignments will be posted on the course web page and distributed in class (usually on Tuesdays) approximately on the weeks shown in the class timeline. They will be due two weeks later and they will be (at least partially) marked by the TA. In computing the homework grade, your single worst assignments will not count. I encourage you to discuss the assignments with other students or even browse the web, so long as you do at least some of the thinking on your own and you write up your own solutions.		Assignments will be posted on the course web page and distributed in class (usually on Tuesdays) approximately on the weeks shown in the class timeline. They will be due about two weeks later and they will be (at least partially) marked by the TA. In computing the homework grade, your single worst assignments will not count. I encourage you to discuss the assignments with other students or even browse the web, so long as you do at least some of the thinking on your own and you write up your own solutions.

	===Good Deeds===		===Good Deeds===

Drorbn: /* Text Book(s) */

2010-09-28T13:20:31Z

Text Book(s)

← Older revision		Revision as of 09:20, 28 September 2010
Line 21:		Line 21:
	[[Image:10-1100-Lang_Algebra.png\|left\|150px]][[Image:10-1100-Dummit_Foote_Abstract_Algebra.png\|left\|150px]]		[[Image:10-1100-Lang_Algebra.png\|left\|150px]][[Image:10-1100-Dummit_Foote_Abstract_Algebra.png\|left\|150px]]
	===Text Book(s)===		===Text Book(s)===
	Lang's ''Algebra'', ~~Dummit and Foote's ''Abstract Algebra'', and~~ Selick's [http://www.math.toronto.edu/mat1100/ lecture notes for this class].		Lang's ''Algebra'', Selick's [http://www.math.toronto.edu/mat1100/ lecture notes for this class], Dummit and Foote's ''Abstract Algebra'', Hungerford's ''Abstract Algebra''.

	===Wiki===		===Wiki===

Drorbn at 00:31, 14 September 2010

2010-09-14T00:31:59Z

← Older revision		Revision as of 20:31, 13 September 2010
Line 1:		Line 1:
	{{10-1100/Navigation}}		{{10-1100/Navigation}}
	{{In Preparation}}

	===Crucial Information===		===Crucial Information===
	{{10-1100/Crucial Information}}		{{10-1100/Crucial Information}}

Drorbn: /* The Term Test */

2010-09-07T16:01:20Z

The Term Test

← Older revision		Revision as of 12:01, 7 September 2010
Line 38:		Line 38:

	====The Term Test====		====The Term Test====
	A term test will take place in class on ~~Thursday~~ October ~~28th~~, 2-~~4PM~~. If you missed the term test for a valid reason, the weight of your problem sets will increase to 35% and the weight of your final exam to 65%.		A term test will take place in class on Tuesday October 26th, 10-12. If you missed the term test for a valid reason, the weight of your problem sets will increase to 35% and the weight of your final exam to 65%.

	====Homework====		====Homework====

Drorbn: /* Homework */

2010-09-07T15:21:51Z

Homework

← Older revision		Revision as of 11:21, 7 September 2010
Line 41:		Line 41:

	====Homework====		====Homework====
	Assignments will be posted on the course web page and distributed in class (usually on Tuesdays) approximately on the weeks shown in the class timeline. They will be due two weeks later and they will be (at least partially) marked by the TA. In computing the homework grade, your ~~worst~~ ~~two~~ assignments will not count. I encourage you to discuss the assignments with other students or even browse the web, so long as you do at least some of the thinking on your own and you write up your own solutions.		Assignments will be posted on the course web page and distributed in class (usually on Tuesdays) approximately on the weeks shown in the class timeline. They will be due two weeks later and they will be (at least partially) marked by the TA. In computing the homework grade, your single worst assignments will not count. I encourage you to discuss the assignments with other students or even browse the web, so long as you do at least some of the thinking on your own and you write up your own solutions.

	===Good Deeds===		===Good Deeds===

Drorbn at 16:28, 4 September 2010

2010-09-04T16:28:06Z

← Older revision		Revision as of 12:28, 4 September 2010
Line 8:		Line 8:

	===Abstract===		===Abstract===
	Taken from the ~~Faculty~~ ~~of Arts and Science~~ [http://www.~~artsandscience~~.utoronto.ca/~~ofr~~/~~calendar~~/~~crs_mat.htm~~ ~~Calendar~~]:		Taken from the Math Department [http://www.math.utoronto.ca/cms/tentative-2010-2011-graduate-course-descriptions/#MAT1100HF Course Descriptions]:

	<blockquote>		<blockquote>
			Basic notions of linear algebra: brief recollection. The language of Hom spaces and the corresponding canonical isomorphisms. Tensor product of vector spaces.
	Metric spaces, topological spaces and continuous mappings; separation, compactness, connectedness. Topology of function spaces. Fundamental group and covering spaces. Cell complexes, topological and smooth manifolds, Brouwer fixed-point theorem.
⚫	</blockquote>

			<br/>Group Theory: Isomorphism theorems, group actions, Jordan-Hölder theorem, Sylow theorems, direct and semidirect products, finitely generated abelian groups, simple groups, symmetric groups, linear groups, nilpotent and solvable groups, generators and relations.
	*Prerequisite: MAT257Y1/(MAT224H1, MAT237Y1, MAT246H1 and permission of the instructor)

			<br/>Ring Theory: Rings, ideals, Euclidean domains, principal ideal domains, and unique factorization domains.
⚫	[[Image:10-1100-Lang_Algebra.png\|left\|150px]][[Image:10-1100-Dummit_Foote_Abstract_Algebra.png\|left\|150px]]

			<br/>Modules: Modules and algebras over a ring, tensor products, modules over a principal ideal domain.

		⚫	</blockquote>

		⚫	[[Image:10-1100-Lang_Algebra.png\|left\|150px]][[Image:10-1100-Dummit_Foote_Abstract_Algebra.png\|left\|150px]]
	===Text Book(s)===		===Text Book(s)===
			Lang's ''Algebra'', Dummit and Foote's ''Abstract Algebra'', and Selick's [http://www.math.toronto.edu/mat1100/ lecture notes for this class].
	Our main text book will be ''Topology'' (second edition) by James Munkres, ISBN 978-0131816299. It is a required reading.

	===Wiki===		===Wiki===
Line 30:		Line 35:

	===Marking Scheme===		===Marking Scheme===
	There will be one term test (25% of the total grade) and a final exam (50%), as well as about 9 homework assignments (25%).		There will be one term test (25% of the total grade) and a final exam (50%), as well as about 5 homework assignments (25%).

	====The Term Test====		====The Term Test====
	~~The~~ term test will take place in class on Thursday October 28th, 2-4PM. A student who misses the term test without providing a valid reason (for example, a doctor’s note) within one week of the test will receive a mark of 0 on the term test. There will be no make-up term test. If ~~a student~~ ~~misses~~ the term test for a valid reason, the weight of ~~the~~ problem sets will increase to 35% and the weight of ~~the~~ final exam to 65%.		A term test will take place in class on Thursday October 28th, 2-4PM. If you missed the term test for a valid reason, the weight of your problem sets will increase to 35% and the weight of your final exam to 65%.

	====Homework====		====Homework====
	Assignments will be posted on the course web page and distributed in class (usually on ~~Thursdays~~) approximately on the weeks shown in the class timeline. They will be due a ~~week~~ later ~~at the tutorials (on Thursdays)~~ and they will be (at least partially) marked by the TA. ~~All students (including those who join the course late) will receive a mark of 0 on each assignment not handed in; though in~~ computing the homework grade, your worst two assignments will not count. I encourage you to discuss the assignments with other students or even browse the web, so long as you do at least some of the thinking on your own and you write up your own solutions~~. Remember that cheating is always possible and may increase your homework grade a bit. But it will hurt your appreciation of yourself, your knowledge, and your exam grades a lot more~~.		Assignments will be posted on the course web page and distributed in class (usually on Tuesdays) approximately on the weeks shown in the class timeline. They will be due two weeks later and they will be (at least partially) marked by the TA. In computing the homework grade, your worst two assignments will not count. I encourage you to discuss the assignments with other students or even browse the web, so long as you do at least some of the thinking on your own and you write up your own solutions.

	===Good Deeds===		===Good Deeds===
Line 52:		Line 57:

	===Class Photo===		===Class Photo===
	To help me learn your names, I will take a class photo on ~~Thursday~~ of the third week of classes. I will post the picture on the class' web site and you will be ''required'' to send me an email and identify yourself in the picture or to identify yourself on the [[09-~~240~~/Class Photo\|Class Photo]] page of this wiki.		To help me learn your names, I will take a class photo on Tuesday of the third week of classes. I will post the picture on the class' web site and you will be ''required'' to send me an email and identify yourself in the picture or to identify yourself on the [[10-1100/Class Photo\|Class Photo]] page of this wiki.

	===Accessibility Needs===
	The University of Toronto is committed to accessibility. If you require accommodations for a disability, or have any accessibility concerns about the course, the classroom or course materials, please contact Accessibility Services as soon as possible: [mailto:disability.services@utoronto.ca disability.services@utoronto.ca] or http://studentlife.utoronto.ca/accessibility.

	<div style="text-align: center; font-size: 18px">'''"Teachers open the door, but you must enter by yourself"'''</div>
	<div style="text-align: center; font-size: 18px">'''"师傅领进门,修行靠个人!"'''</div>

Drorbn at 16:12, 4 September 2010

2010-09-04T16:12:20Z

New page

{{10-1100/Navigation}}
{{In Preparation}}

===Crucial Information===
{{10-1100/Crucial Information}}

'''URL:''' {{SERVER}}/drorbn/index.php?title=10-1100.

===Abstract===
Taken from the Faculty of Arts and Science [http://www.artsandscience.utoronto.ca/ofr/calendar/crs_mat.htm Calendar]:
<blockquote>
Metric spaces, topological spaces and continuous mappings; separation, compactness, connectedness. Topology of function spaces. Fundamental group and covering spaces. Cell complexes, topological and smooth manifolds, Brouwer fixed-point theorem.
</blockquote>

*Prerequisite: MAT257Y1/(MAT224H1, MAT237Y1, MAT246H1 and permission of the instructor)

[[Image:10-1100-Lang_Algebra.png|left|150px]][[Image:10-1100-Dummit_Foote_Abstract_Algebra.png|left|150px]]

===Text Book(s)===
Our main text book will be ''Topology'' (second edition) by James Munkres, ISBN 978-0131816299. It is a required reading.

===Wiki===
The class web site is a wiki, as in [http://www.wikipedia.org Wikipedia] - meaning that anyone can and is welcome to edit almost anything and in particular, students can post notes, comments, pictures, whatever. Some rules, though -
* This wiki is a part of my ([[User:Drorbn|Dror's]]) academic web page. All postings on it must be class-related (or related to one of the other projects I'm involved with).
* You must login to edit. To get an account, email me your preferred login name, your real name and your email address if different from the address you are writing from.
* Criticism is fine, but no insults or foul language, please.
* I ([[User:Drorbn|Dror]]) will allow myself to exercise editorial control, when necessary.
* The titles of all pages related to this class should begin with "10-1100/" or with "10-1100-", just like the title of this page.
* Some further editing help is available at [[Help:Contents]].

===Marking Scheme===
There will be one term test (25% of the total grade) and a final exam (50%), as well as about 9 homework assignments (25%).

====The Term Test====
The term test will take place in class on Thursday October 28th, 2-4PM. A student who misses the term test without providing a valid reason (for example, a doctor’s note) within one week of the test will receive a mark of 0 on the term test. There will be no make-up term test. If a student misses the term test for a valid reason, the weight of the problem sets will increase to 35% and the weight of the final exam to 65%.

====Homework====
Assignments will be posted on the course web page and distributed in class (usually on Thursdays) approximately on the weeks shown in the class timeline. They will be due a week later at the tutorials (on Thursdays) and they will be (at least partially) marked by the TA. All students (including those who join the course late) will receive a mark of 0 on each assignment not handed in; though in computing the homework grade, your worst two assignments will not count. I encourage you to discuss the assignments with other students or even browse the web, so long as you do at least some of the thinking on your own and you write up your own solutions. Remember that cheating is always possible and may increase your homework grade a bit. But it will hurt your appreciation of yourself, your knowledge, and your exam grades a lot more.

===Good Deeds===
Students will be able to earn up to 25 "good deeds" points throughout the year for doing services to the class as a whole. There is no pre-set system for awarding these points, but the following will definitely count:
* Drawing a beautiful picture to illustrate a point discussed in class and posting it on this site.
* Taking class notes in nice handwriting, scanning them and posting them here.
* Typing up or formatting somebody else's class notes, correcting them or expanding them in any way.
* Writing an essay on expanding on anything mentioned in class and posting it here; correcting or expanding somebody else's article.
* Doing anything on our [[10-1100/To do]] list.
* Any other service to the class as a whole.

Good deed points will count towards your final grade! If you got <math>n</math> of those, they are solidly yours and the above formula for the final grade will only be applied to the remaining <math>100-n</math> points. So if you got 25 good deed points (say) and your final grade is 80, I will report your grade as <math>25+80(100-25)/100=85</math>. Yet you can get an overall 100 even without doing a single good deed.

'''Important.''' For your good deeds to count, you '''must''' do them under your own name. So you must set up an account for yourself on this wiki and you must use it whenever you edit something. I will periodically check [[Special:Recentchanges|Recent changes]] to assign good deeds credits. Those credits will be made public (good deeds are public as a whole) towards the end of the course, at [[10-1100/Register of Good Deeds]].

===Class Photo===
To help me learn your names, I will take a class photo on Thursday of the third week of classes. I will post the picture on the class' web site and you will be ''required'' to send me an email and identify yourself in the picture or to identify yourself on the [[09-240/Class Photo|Class Photo]] page of this wiki.

===Accessibility Needs===
The University of Toronto is committed to accessibility. If you require accommodations for a disability, or have any accessibility concerns about the course, the classroom or course materials, please contact Accessibility Services as soon as possible: [mailto:disability.services@utoronto.ca disability.services@utoronto.ca] or http://studentlife.utoronto.ca/accessibility.

<div style="text-align: center; font-size: 18px">'''"Teachers open the door, but you must enter by yourself"'''</div>
<div style="text-align: center; font-size: 18px">'''"师傅领进门,修行靠个人!"'''</div>