This week’s lectures dealt with conceptions of space and time through mathematics and art born from mathematics. I find mathematics and art to be interlinked on a far less theoretical level than modern molecular genetics and graffiti or physics and sculpture. Mathematics, like art, is very much a language that deals with the infinite and the unexplainable. They are languages that try to make sense of the world in the purest of senses and I believe become intertwined in doing so.
Mathematics is pure science and logical thought. From applying it we get physics, from applying physics we get chemistry and from applying chemistry stems the biological sciences. It is our chosen language that we use to understand, manipulate, and use the world around us. I believe that many of us take this for granted; a book of numbers, the magical runes of our day and age, can make slabs of metal fly through the air and allow people to communicate from thousands of miles away. We can do these things because mathematics questions fundamental elements of our world. Take for example the act of bringing two fingers together. Biology can explain to an extraordinary detail the mechanics of contracting muscles, neurological impulses, and chemical processes and give a perfect explanation as to how this happens. Physics can describe how those muscles must have tension to pull together the fingers, almost unhindered in the medium of air and describe the various forces acting on the finger tips. Mathematics, on the other hand, deals with an underlying meaning of 2. This is a simple example of the universality that mathematics has become and its applicability to everything in the world around us.
If we take mathematics as a method and language to describe phenomena in our world, then art follows quite closely behind as a means of describing those phenomena using a variety of languages and methodologies. It is our attempt to quantify the infinite and understand the elusive and mysterious. It is almost as if we are poking at some colossal meaning or grand equation with our human-created language of mathematics and artistry. Spoken languages attempt to quantify our emotions and thoughts so that people can understand them, but truly, no matter how hard you try, you can never communicate your exact state at any moment in time. It is impossibility. Mathematics and art are intertwined in this way; they explore but do not fully answer. This relationship can be shown in methods of perspective and foreshortening, the way colors mix and play on a canvas, and in contemporary use of mathematics to create complex artwork such as in Casey Reas’s projects. To solidify my ramblings and ruminations on math and art, I would like to bring up Reas’s piece on computer coding and links between codes. This was my favorite of his works that he brought up in lecture. Basically, for those who don’t remember, he had lines of code for a program and drew blue links to the different lines of code as they were executed. From a rigidly mathematic structure, I saw visual representation of its structure in a way that was artistic, without losing its precision and roots in perfect mathematical order. I found it refreshing to stare at a simple picture and see a piece of the infinite emerge from simple coding. A matrix-like moment if you will and a moment in which I glimpsed the possibility of higher forms of these two languages. It was something closer to the truth and something that can be realistically explored by bridging more completely the realms of mathematics and art.
As far as extra research goes, I found that architecture wasn’t mentioned of much if at all as a method of representing the synthesis of mathematics and art. As a discipline, architecture essentially relies on mathematics to build human spaces that are functional and beautiful. As clichéd as it may seem, I have to mention Frank Lloyd Wright since he is an absolute genius in the field and I’ve admired his work for a number of years. Here is his famous house:

The way the shapes stack and complement the natural environment bring math and art into organic is breathtaking. I’ll link up some information on math and art from a class website I managed to find. It’s pretty extensive and is great for going in depth with things discussed in lecture.
http://www.math.nus.edu.sg/aslaksen/teaching/math-art-arch.shtml