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Can I lower vector valued functions?
Many valued "functions" play an important role in complex analysis.
We discuss semigroups acting on vector valued functions.
Another thing you can do is to say, why binary labels are real valued functions?
We consider a comparison theorem between two semigroups: a semigroup acting on scalar valued functions and a semigroup acting on vector valued functions.
Our wavelet packets, called brushlets, are complex valued functions with a phase.
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Generalized correlation is an extension of correlation from single-valued functions to ordered set-valued functions.
Powierża and Jarczyk [24 26] gave set-valued functions as roots of single-valued functions.
This is encoded in real-valued functions referred to as a 'persistence landscapes'.
Next we recall some basic properties of variable exponent spaces of Clifford-valued functions.
For this we establish an improved decomposition of variable exponent Lebesgue spaces of Clifford-valued functions.
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