On 01/09/17 06:42, Claude Heiland-Allen wrote:
> On 15/08/17 23:46, Matt Davey wrote to :
>> I've always used:
>>
>> tanh(x) ~= x*(27+x*x) / (27+9*x*x)
>>
>> works well and is pretty CPU cheap
>
> Nice.
I also see it's smooth if you clip the input to -3..3:
On 15/08/17 23:46, Matt Davey wrote to :
> I've always used:
>
> tanh(x) ~= x*(27+x*x) / (27+9*x*x)
>
> works well and is pretty CPU cheap
Nice.
That seems accurate to about 5 or 6 bits in my tests (over the range -4
to 4). A slightly more accurate (about 7 or 8 bits)
I've always used:
tanh(x) ~= x*(27+x*x) / (27+9*x*x)
works well and is pretty CPU cheap
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Hi, Kosmas.
I'm using (1 - e^-2x)/(1 + e^-2x) and it seems to work fine though you
wouldn't have the parameters you mentioned.
Cheers,
D
On 15 August 2017 at 13:41, Kosmas Giannoutakis <
giannoutakiskos...@hotmail.com> wrote:
> Hi, i want to implement the tanh function in PD Vanilla. I use the
hi, epxr~ (which is vanilla) has a tanh function. I updated the expr help
file to include all its functions for the 0.48-0 release, in case people
missed it.
so an easy vanilla tanh~ implementation can just be: [expr~ tanh($v1)]
cheers
2017-08-15 17:41 GMT-03:00 Kosmas Giannoutakis <