A Mathemagical Puzzle

If the settling-down phenomenon underpins the definition of probability, why is it that the universe tends towards chaos?

You know, as in entropy: a gradual decline into disorder (googled definition). How does ‘settling-down’, i.e. becoming more predictable, become disorder? My dad’s doctorate focused on applying the idea of entropy and increasing disorder to economics (and this was before computers). Maybe I should ask him. But if any of my readers would care to enlighten me I’d be most grateful, bearing in mind my woeful lack of education (I missed a lot of school as a child due to illness). I am currently studying Data Analysis as part of my degree  – this is fairly basic stuff, you understand. I am not really a mathematician, just someone who likes patterns and playing games with numbers.

Is it because the model is only a model and not the real world? But that doesn’t make sense either because if the model doesn’t resemble the real world it’s not much of a model.

I was feeling really anxious this morning and then I settled down to some studying and it again struck me how meditative mathematics can be. For someone who has a head that just ain’t right, mathematics is such a relief. My therapist told me that trauma changes the brain, and repeated trauma actually makes significant changes, possibly (likely) irreversible. So that’s me screwed, although actually EMDR did make an enormous difference.Thank God for medication. I hate days like this. But I’d still like to know the answer, if there are any mathematically-minded folk among my readership.

 

One thought on “A Mathemagical Puzzle

  1. Pingback: Three in One and One in Three | multicolouredsmartypants

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