I Found A Really Weird Function Physics Forums Participants explore the mathematical properties of the function and its derivatives, as well as potential simplifications and comparisons to known distributions. The weird quantum harmonic oscillator after watching this mit quantum oscillator video and trying to follow their justification for quantised energy states i am a bit mystified.
Some Weird Function I Found Online R Fractals Note that the speed of the log function particle is smaller at the beginning and for a large amount of time near the end of the trajectories. top speed doesn't matter; it's average speed that matters for how far it ends up going. There are lots of great functions out there that exhibit weird characteristics. for example, consider thomae's function (aka. "the popcorn function"): for each rational number p q (where p q is represented in lowest terms), let f (p q)=1 q. for each irrational number x, let f (x)=0. The discussion revolves around finding the equation of a strange function defined by specific coordinates. participants explore various mathematical approaches to derive a formula that fits the given points, which include (3,1), (4,1), (5,2), (6,2), (7,3), (8,3), (9,4), and (10,4). I have autism. my brain works a different way.
Some Weird Function I Found Online R Fractals The discussion revolves around finding the equation of a strange function defined by specific coordinates. participants explore various mathematical approaches to derive a formula that fits the given points, which include (3,1), (4,1), (5,2), (6,2), (7,3), (8,3), (9,4), and (10,4). I have autism. my brain works a different way. A great example of this is when looking at the continuity of thomae’s function (aka the popcorn function or the stars over babylon). before we get to this awesome function, let us ask some questions about functions and what types of continuity they can have to warm up a little. Another example of a pathological function with interesting properties is the weierstrass function. note that functions don't even need to have closed forms! in other words, unless otherwise specified you should assume nothing about a function other than it gives one output for every input. These are the top 10 weirdest and most interesting concepts in physics, mostly from the realm of quantum physics and einstein's theory of relativity. These are about the most bizarrely behaved continuous functions on $\mathbb {r}^ $ that you can think of. they are nowhere differentiable, have unbounded variation, attain local maxima and minima in every interval many, many papers and books have been written about their strange properties.
Some Weird Function I Found Online R Fractals A great example of this is when looking at the continuity of thomae’s function (aka the popcorn function or the stars over babylon). before we get to this awesome function, let us ask some questions about functions and what types of continuity they can have to warm up a little. Another example of a pathological function with interesting properties is the weierstrass function. note that functions don't even need to have closed forms! in other words, unless otherwise specified you should assume nothing about a function other than it gives one output for every input. These are the top 10 weirdest and most interesting concepts in physics, mostly from the realm of quantum physics and einstein's theory of relativity. These are about the most bizarrely behaved continuous functions on $\mathbb {r}^ $ that you can think of. they are nowhere differentiable, have unbounded variation, attain local maxima and minima in every interval many, many papers and books have been written about their strange properties.
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