But I hate math...

As for the equation that will be used to determine whether a neurotransmitter triggers one of the intervals in a neuron, it will be as follows:

$\color{White} \large f(t)= (\sum_n 〖A_n*W_n,_t 〗)/(\sum_n A_n )$

where the numerator represents the sum of the specific neurotransmitter (t) from the neurons that are active and connected, while the denominator represents the sum of how many neurons are active (where n is the set of neurons that are active). This function will be compared with the corresponding interval to see if it is within the range to trigger that particular action and render a particular neuron active. This is just an averaging function. It might need adjusting later but, for now, it should suffice for what I'm trying to accomplish. That's all as is. Hopefully, I'll have a flowchart and some pseudocode to post later.

Note: Special thanks goes to @M. Bindhammer for helping me correct the equation's presentation.

Discussions

M. Bindhammer wrote 05/13/2015 at 01:24

As the first sum contains a product, you don't need braces at all.

There is another notation error at W(n,t). The opening brace is indexed, the closing brace not. You can write it in Latex as W_{n}(t) if W_{n} is a function of t.

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Rollyn01 wrote 05/13/2015 at 04:48

Thanks again. Apparently an additional underscore for each index variable renders them into correct subscripts.

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M. Bindhammer wrote 05/12/2015 at 09:00

Try \sum_{n}

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Rollyn01 wrote 05/12/2015 at 22:32

Thank you very much. It looks much better.

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Cake? One layer or five?

I pseudo want to code, it's too hard...

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