6
votes
0answers
145 views
Anything special (historical?) about surface $x\cdot y\cdot z\ +\ x+y+z=0$?
QUESTION
I wanted to introduce and develop the complex logarithm from scratch. As the result I've arrived a couple of months ago at the following identity after which the road to …
26
votes
13answers
2k views
Is there any proof that you feel you do not “understand”?
Perhaps the "proofs" of ABC conjecture or newly released weak version of twin prime conjecture or alike readily come to your mind. These are not the proofs I am looking for. Indeed …
0
votes
1answer
153 views
Sierpinski Triangle and the Chaos Game
The chaos game is a way to construct (an approximation) of Sierpinski triangle. It's clear (using Thales' theorem!) that if we begin with a point on the sierpinski triangle, then w …
6
votes
4answers
1k views
What does a mathematician expect from mathematics education? [closed]
Consider that my question is not a personal and/or subjective question. Perhaps, you have hired a mathematics educator in your department and you are interested in finding a way to …
4
votes
4answers
321 views
Lecture on Fractals for Middle School Students
I'm going to have a one-hour lecture for middle school students next Monday. It will be about fractals. The students know virtually nothing about this subject.
I'll show some frac …
4
votes
1answer
498 views
Why do mathematicians prefer one definition over the other when they both define the same concept?
Here is a basic, though very important, example:
Hilbert takes as primary the notion of “congruence” (or “equal”) between segments. His first axiom of congruence “requires the poss …
6
votes
2answers
544 views
Reference for a nice proof of “undetermined coefficients”
I'm teaching an honors differential equations class and have been using linear algebra heavily. I thought it would be interesting to include a proof of the method of undetermined …
8
votes
1answer
569 views
Topology, the board game
Edit: I am reposting this question fom math.stackexchange.com; there may be some professors here who have more experience teaching topology.
This is a math education question that …
5
votes
2answers
605 views
Faculty Handbook: Mentoring Undergraduates in Research and Scholarship
A few days ago I was asked by the director of the Center for Undergraduate Research and Scholarship at Georgia Regents University (formerly known as MCG and Augusta State) to contr …
2
votes
1answer
501 views
Math major at 36 [closed]
I decided to go for math at 36. Is this idea possible? I studied literature, political science and international relations and still I am not really sure what I am doing.
Since I w …
18
votes
10answers
1k views
Learning through guided discovery
I have been working through Kenneth P. Bogart's "Combinatorics Through Guided Discovery". You can download it from this page: http://www.math.dartmouth.edu/news-resources/electroni …
13
votes
2answers
794 views
What is the history of $\sqrt{}$
Why we use the symbol $\sqrt{}$ when we take square roots ? Anybody knows the history ?
-1
votes
0answers
68 views
LU decomosition for ill-condition matrixes
hi..
i have a matrix like this:
{
1, 1/2, 1/3, 1/4, 1/5,
1/6, 1/7, 1/8, 1/9, 1/10,
1/11, 1/12, 1/13, …
12
votes
7answers
1k views
Usage of set theory in undergraduate studies
I would like to ask my colleagues their thought on good practices concerning
set theorical framework in undergraduate studies. For example, have there been any attempt to use anot …
0
votes
1answer
157 views
Is a continuos and injective mapping from circle to a jordan curve is surjective ? [closed]
Is a continuos and injective mapping from circle to a jordan curve is surjective ?

