Mathematics Students discussion
Hello? I'm back .... questions
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I could be game for following along with something, but I'm trying to devote a lot of time to Lie groups right now.


It includes a nice syllabus, calendar, and video lectures and may be a useful structure for leading a discussion. You'll notice that it's geared towards high school students, so the level of the discussion there shouldn't be too intimidating for almost anyone.
There's at least four of us willing to work through it slowly, so why don't we begin and see who else we can pick up along the way? What kind of pace should be begin with?

Eve
Books mentioned in this topic
What Is Mathematics? An Elementary Approach to Ideas and Methods (other topics)Gödel, Escher, Bach: An Eternal Golden Braid (other topics)
Sacred Geometry: Philosophy and Practice (other topics)
What Is Mathematics? An Elementary Approach to Ideas and Methods (other topics)
What Is Mathematics, Really? (other topics)
I still can't lead the topology discussion by Munkres.
But I am wondering if anyone would like a very, very slow discussion of Godel, Escher, Bach. I have a copy, and am supposed to be leading a discussion on it for another group, but so far I've failed at it.
I've tried to take too many chunks before posting, and haven't scheduled posting, so I have it broken down into smaller chunks, and I have been working on my calendar to set time for reading and posting, instead of just hither and yon.
Also, I noticed an interest in sacred geometry, with Sacred Geometry: Deciphering the Code by Stephen Skinner, on the group's bookshelf. I don't have that book, but I do have Sacred Geometry, Philosophy and Practice by Robert Lawlor. Sacred geometry: Philosophy and practice. Mine was copyrighted in 1982.
Flipping through it, it's not really complicated math, so it may be too simple for many. I haven't read it through yet.
Works out better if I own the book, I've found. I would like to go through What is Mathematics? by Richard Courant What Is Mathematics?: An Elementary Approach to Ideas and Methods, and also What is Mathematics, Really? What Is Mathematics, Really?. Both of these are library books, unfortunately.
Good afternoon :)
Theresa