Mathematics

For the Darwinists “evolution” by natural selection is what created all the species. Since they are used to say that evolution is well scientifically established as gravity, and given that Newton’s mechanics and Einstein’s relativity theory, which deal with gravitation, are plenty of mathematical equations whose calculations pretty well match with the data, one could wonder how many equations there are in evolutionary theory, and how well they compute the biological data related to the Darwinian creation.   As known, Darwin introduced no math whatsoever in his theory of origin of species. Darwin hated math (not by chance). Therefore one had to wait for few XX century mathematicians before seeing some math in evolutionary theory. It is specifically in population Read More ›

As we continue to stir the mathematics pot, BA 77 has given a link to a video on the significance of Godel’s discovery of incompleteness: [metacafe 8462821] (Pardon possible embed problems, the links work . . . I am doing this under travel related constraints) This one, gives a bit more of details on how Turing sharpened the theorem using the Turing machine, that led to the well known algorithm halting problem: [metacafe 8516356] The issue of the intuitive imagining mind as opposed to an algorithmic machine, is discussed. Worth pondering. At the same time, we must always bear in mind the famous Euler result: ei*pi + 1 = 0  This speaks to astonishing unity in Mathematics, for in one Read More ›

This morning, in the Gonzalez video post comment exchange, I saw where Mung raised a question about how Young Earth Creationists address the Old Cosmos, Old Earth implications of the view raised. I thought it useful to respond briefly, but then the wider connexions surfaced. I would like to stir the pot a bit [–> pl. note the new category], by headlining some sketched out thoughts for consideration, on the mathematical ordering of reality, and related worldviews level philosophical and even theological issues. Indeed, somewhere along the line, the whole project of the validity of a natural theology (and Biblical references to same) crops up as connected to the concerns. Kindly, consider the below scoop-out from my response to Mung Read More ›

Here are a couple of difficult mathematical problems for you to work on, in your spare time: Find positive integers x,y and z, such that x3+y3=z3. Draw a 2D map which is impossible to color (such that countries which share a border have different colors) with fewer than 5 colors. And here is a difficult problem from biology: Explain how life could have originated and evolved into what we see today, through entirely unintelligent processes. You can spend a lot of time trying different solutions to mathematical problem #1, after a while you might begin to wonder if it can be done, but don’t give up, there are always other integers to try. You can also spend a lot of Read More ›

I thought you all might be interested in an article I wrote titled Mathematics and Theology: Seeing to Infinity. The basic purpose of the article is to show how the “limit” concept from mathematics can be incorporated into theological reasoning. The larger purpose is to get theologians thinking more deeply about mathematics as a tool in theological reasoning. One of the disheartening things about modern theology is how disconnected it is from the rest of human knowledge. It doesn’t need to be disconnected — it’s just that there is a habit of thought that has developed over the past two centuries that separated out theology as “other” (perhaps as a euphemism for “fictitious”) and math and science as “real”. This Read More ›

Next up in the Engineering and Metaphysics series is a presentation by Winston Ewert. This one is on a new informatics metric, called conditional Kolmogorov complexity. Check it out!

For the next installment of the Engineering and Metaphysics Conference Videos, we have a talk on setting up a testable line between physical and non-physical causation, as well as how one can integrate non-physical causation into models of cognitive processes.

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