Category: Mathematics

Siding with Mathgrrl on a point, and offering an alternative to CSI v2.0

There are two versions of the metric for Bill Dembski’s CSI. One version can be traced to his book No Free Lunch published in 2002. Let us call that “CSI v1.0″. Then in 2005 Bill published Specification the Pattern that Signifies Intelligence where he includes the identifier “v1.22″, but perhaps it would be better to… more

ID Foundations, 17a: Footnotes on Conservation of Information, search across a space of possibilities, Active Information, Universal Plausibility/ Probability Bounds, guided search, drifting/ growing target zones/ islands of function, Kolmogorov complexity, etc.

(previous, here) There has been a recent flurry of web commentary on design theory concepts linked to the concept of functionally specific, complex organisation and/or associated information (FSCO/I) introduced across the 1970′s into the 1980′s  by Orgel and Wicken et al. (As is documented here.) This flurry seems to be connected to the announcement of… more

Comprehensibility of the world

Albert Einstein, who was struck by the astonishing organization of the cosmos, said: “The most incomprehensible thing about the universe is that it is comprehensible” and asked “How can it be that mathematics, being after all a product of human thought which is independent of experience, is so admirably appropriate to the objects of reality?”… more

The equations of evolution

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… more

Stirring the Pot, 2: Godel, the Incompleteness Theorem, Euler’s expression, and the Turing Machine dilemma

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: embedded by Embedded VideoMetacafé Direkt (Pardon possible embed problems, the links work . . . I am doing this under travel related constraints) This one, gives a bit more of… more

Stirring the pot: on the apparent mathematical ordering of reality, and linked worldview/ philosophical/ theological issues . . .

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 [–>… more

Some Problems can be Proved Unsolvable

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… more

Mathematics and Theology

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… more

Design Detection with Conditional Kolmogorov Complexity

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! more

Integrating Non-physical Causation Into Cognitive Models

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. more

If math matters to science, we wouldn’t know it from scientists’ behaviour

“The most maths-heavy articles are referenced 50 per cent less often than those with little or no maths.” more

Coffee: Golden ratio put to music

To create a musical interpretation, Blake mapped the digits in the constant to musical notes. more

Why math matters. Also, can we get a word in for common sense?

“Mathematics is the language spoken by the professionals. The amateurs offer an alternative set of visions.” more

If seven equations rule the world, which one proves that Ken Miller’s Darwinism is right …

And should be forced on Americans for their own good? more

Berlinski on the Big Bang: “How would knowing more mathematics help, I wonder?”

“To ask for the time that time began is a little like asking for the length of length. ” more

Why Bill Dembski took aim against the Darwin frauds and their enablers #2

“By the time I showed up, a permissive and secular educational philosophy had thoroughly vitiated that school system.” more

But if God is a pure mathematician … ?

How do we get from that to physical stuff? more

So, math still works, along with physics, it seems …

(Physics is still a discipline in science because even Einstein might be wrong. Math is still a discipline because people can even admit the idea didn’t work and then just go back to their desks.) more

Granville Sewell on design in mathematics

When we think of design, we normally think of biology or perhaps physics, but usually not mathematics. How can we see design in something that could not be any different than it is? I don’t know if mathematics could have been different than it is, but as a mathematician, I still see design in mathematics,… more

Darwin-free David Berlinski is always fun, also raises your IQ

Listening to Berlinski is like getting a free U philosophy course. more

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