FuzzyLumpkins
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I love me some asshole. Seriously, anyone in here up for some assplay? Bob?
After some thought I would like to offer "condescending" as a viable (and real) alternative.I call it artistic license. The suffix was sensible. There needed to be a word for 'one who condescends,' so I made one up. Would you have preferred 'condescender?' Just seemed gauche.
Theoretical Physics was never my strong point and this is a football forum, but I will give it a go. What you got?
After some thought I would like to offer "condescending" as a viable (and real) alternative.
Backwards j4 - 1
It centers around a mathematical function known as the fourier transform. what it does is take a continuous or discrete function and describes them by using an infinite summation of sinusoids (re: waves). in order for this to work in engineering there have to be certain symmetries involved. when you start dealing in arithmetic for rotational motion, the complex plane becomes involved. You start seeing figures like 1 - 4j and the like involved but again due to symmetry, all of the complex components cancel out. It's beautiful, quite frankly.
What I find interesting is that when you start evaluating existent waves like ER radiation and you start applying these types of operations, there is no symmetry involved. As such a lot of the complex components are not tidied away. As a result you end up with the formulas and matrix solutions like Heidegger's. It should be obvious that I am not as well versed in this regard. I haven't studied quantum mechanics formally.
What my discussion boils down to is I don't believe in the particle as it is described by mechanics. Quanta can be expressed as waveforms and I think our forcefeeding the individual unit as a reality is just anthropocentric hubris.
To be honest, my knowledge of theoretical physics was developed from watching the Big Bang Theory. With that in mind I offer this.
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For those that are curious what the Fourier Transform is, I will break it down in simple terms. It is a tool that breaks a waveform (a function or signal) into an alternate representation, characterized by sine and cosines. The Fourier Transform shows that any waveform can be re-written as the sum of sinusoidal functions. Hope that helps.