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mathfags will defend this

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Thread replies: 15
Thread images: 2

File: Dirac_function_approximation.gif (89KB, 200x335px) Image search: [Google]
Dirac_function_approximation.gif
89KB, 200x335px
mathfags will defend this
>>
>>8421915
put it under an integral and have it pick out exactly the value you want
you're welcome
>>
>Dirac_function_approximation.gif
>Dirac_function
>function

triggered
>>
>>8421942
It's not a function, how can you put it under an integral
>>
>>8421915
>physics fags will defend this
ftfy
>>
>>8421946
Except that distributions are literally dual to the functional spaces under consideration with respect to the inner product induced by the [math]L^1[/math] norm, meaning that distributions are given meaning by integrating it against a function. Integration is literally what distributions are made to do.
>>
>>8421949
this
>>8421946
faggot
there is a function representation of the dirac distribution so you can put it under an integral and it does what you want
>>
Someone learn me this.
>>
>>8421915
>not approximating it with sinc

0/100
>>
>>8422017
A probability space on a real line with measure 1 concentrated at the single point, x=0.
>>
>>8422050
So basically a coin with tails on both sides?

A bit of a gimmick arguably, but how is that mathematically controversial?
>>
>>8422484
vertical line test
>>
>>8421994
>L^1 norm
>induces inner product
Pick one
>>
>>8422484

>So basically a coin with tails on both sides?
Except with an uncountable infinite amount of eventualities rather than just the two.
>How is that mathematically controversial?
Because physicists like to write that measure as a real function multiplying the Lebesgue measure. Which is kind of dumb because that would mean that that function has to vanish everywhere except for a negligeable ensemble and the Lebesgue integration would always yield 0.
>>
>>8421946
By defining it as a measure.
Thread posts: 15
Thread images: 2


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