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In the Laplace- and z-domains, the output signal is obtained by multiplying the input signal with the transfer function.
"Scale-invariant" means that multiplying the input values by any nonzero real number leaves the output unchanged.
Since multiplying the input transform by the transfer function gives the output transform, we see that embodies the transfer characteristics of the filter--hence the name.
The pressure response at the output port excited by each input is calculated by multiplying the input volume flow rate for each compressor valve with the respective transfer functions.
Well, one way to do it, instead of shifting its frequency response, is to take the original signal, shift its low frequencies to high frequencies and its high frequencies to low frequencies by multiplying the input signal, the original signal, by minus 1 to the n, process that with a lowpass filter where now what's sitting at the low frequencies were the high frequencies.
By multiplying the input signals with the window function that is peaked around time t, the local signal is defined as s t = s h ( τ − t ).
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Its next state and output is computed by multiplying the inputs and adding it to the current state.
Each neuron is capable of multiplying the inputs by its weight and sum up the results.
Rule 1: Multiply the input by 2. Then add 3 to the result to get the output.
Rule 2: Multiply the input by 3. Then add 1 to the result to get the output.
And so, in fact, what we want to do is multiply the input signal by a pulse train and, in effect, then, the modulated signal consists of the original signal, simply with time slices pulled out of it, as I've indicated in the bottom curve.
More suggestions(15)
increasing the input
measuring the input
multiplying the incidence
multiplying the model
multiplying the result
multiplying the problem
multiplying the time
multiplying the relation
multiplying the phenotypic
multiplying the centerline
multiplying the treatment
multiplying the length
multiplying the orthogonalization
multiplying the staining
multiplying the equation
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com