Math In Art

136.102, Spring 2005

A tree (fractal)

 

Here (below) are the unofficial course marks. The marks you can see are cumulative marks (art part + math part added); that is what will show on your transcripts. Please note the following: the final percentages will not be released (faculty rule) and the final exams are NOT available for viewing (faculty rule). For your information: the final exam was marked horizontally, which means that I have marked one half of the exam for both sections (the other half was marked by the other math instructor).

Science students course marks.

Art students course marks.

 

 

The final exam Fall 2003 is here (in pdf)

Here are BRIEF SOLUTIONS OF THE MIDTERM EXAM PROBLEMS (in pdf).

 

The midterm papers are marked. The results are posted for about 1/2 of the students (please see below). The exams will be returned back to you during the class Thursday, March 10.

(a) Midterm results for the students registered through the Faculty of Science

(b) I did not have access to the class list for the students registered through the School of Arts at the time I have posted the marks. You would need to e-mail me if you want to know your midterm exam result.

Here is the course outline for the math portion of the course.

Here is a link to the webMathematica page for this course. The meaning of the scripts will be explained as we go.

And, one more link, leading to the Discussion Board.

And finally, the Animation Gallery that I made five years ago may even show some usefulness.

 

Lectures

(the math part has been reduced to 12 lectures; the list below will be modified)

Lecture 1 : Overview

Lecture 2 : Some basic ruler-and-compass constructions.

Lecture 3 : The Golden Section

Lecture 4 : The Golden Section and Fibonacci numbers (the sunflowers story)

Lecture 5 : Symmetries

Lecture 6 : Symmetries, Tilings Similarities

Lecture 7 : Midterm Review

Lecture 8 : Fractals

Lecture 9: Pespective

Lecture 10: Regular Polyhedra ; Conic sections

Lecture 11: Hyperbolic Geometry 1

Lecture 12: Hyperbolic Geometry 2

Lecture 13: Topology

 

 


 

 


 

 

e-mail: sasho@cc.umanitoba.ca

© Sasho Kalajdzievski

 

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