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Anonymous Sun Nov 29 16:10:04 2020 No.12400612 [Reply] [Original]

1st person to tell me what function this is gets a $50 steam card! :)

>>	Anonymous Sun Nov 29 16:32:34 2020 No.12400693 >>12400612 looks like some bessel shit.

>>	Anonymous Sun Nov 29 16:35:19 2020 No.12400700 >>12400693 nope

>>	Anonymous Sun Nov 29 16:37:08 2020 No.12400707 >>12400612 gamma

>>	Anonymous Sun Nov 29 16:38:14 2020 No.12400713 >>12400707 nope

>>	Anonymous Sun Nov 29 16:42:20 2020 No.12400726 >>12400713 zeta function?

>>	Anonymous Sun Nov 29 16:43:16 2020 No.12400730 >>12400726 no

>>	Anonymous Sun Nov 29 16:48:40 2020 No.12400746 is it a named function? or did you just make some terms up and put them together?

>>	Anonymous Sun Nov 29 16:50:08 2020 No.12400749 >>12400612 is something in between the gamma and zeta function,

>>	Anonymous Sun Nov 29 16:52:46 2020 No.12400756 >>12400749 it involves mod and something else

>>	Anonymous Sun Nov 29 17:01:16 2020 No.12400781 >>12400612 Something with a couple trig functions smashed together

>>	Anonymous Sun Nov 29 17:03:26 2020 No.12400787 >>12400781 nope, no trig functions

>>	Anonymous Sun Nov 29 17:07:10 2020 No.12400800 >>12400612 doesn't even look like a function

>>	Anonymous Sun Nov 29 17:09:18 2020 No.12400808 >>12400612 will I need pro time to compute this function OP?

>>	Anonymous Sun Nov 29 17:10:21 2020 No.12400816 >>12400808 wolframalpha pro

>>	Anonymous Sun Nov 29 17:13:35 2020 No.12400824 >>12400612 this has to be a series or something? OP must be lying

sage goes in all fields Sun Nov 29 17:54:45 2020 No.12400990

>>12400612
the function [math]f : D \subseteq [-10, 10]^2 \to [-10, 300][/math] defined by the mapping [math](x,y) \mapsto f(x,y)[/math] where [math]f(x,y)[/math] is defined pointwise for every valid [math](x,y) \in D[/math] by the OP image.

sage goes in all fields

>>	Anonymous Sun Nov 29 18:12:14 2020 No.12401065 Pv=nrt

>>	Anonymous Sun Nov 29 18:24:03 2020 No.12401103 >>12400612 x! mod y!

>>	Anonymous Sun Nov 29 18:39:08 2020 No.12401161 >>12401103 This

>>	Anonymous Mon Nov 30 02:22:28 2020 No.12402479 >>12401103 Nice. How did you find it?

>>	Anonymous Mon Nov 30 03:22:03 2020 No.12402585 >>12400612 a part of it is a tangent 2D function

>>	Anonymous Mon Nov 30 03:23:05 2020 No.12402587 >>12400787 really? damn didn't read that

>>	Anonymous Mon Nov 30 03:24:44 2020 No.12402590 >>12400612 then there is a 2D quadratic part that is only active for numbers higher than 3 or 4. you have a +3 or +4 somewhere.

>>	Anonymous Mon Nov 30 03:26:02 2020 No.12402592 >>12402590 or alternately a -3 or -4. maybe a (x^2 - 4) somewhere

>>	Anonymous Mon Nov 30 03:27:07 2020 No.12402595 >>12402590 or alternately a -3 or -4. maybe a (y^2 - 4) somewhere

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