Can Scalar Waves Explain Electronic Voice Phenomenon?

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A scalar is defined as a single numerical value, while a wave represents a repetitive variation of that value. The discussion highlights examples such as the altitude variations in Wisconsin and sound waves, where the intensity of sound can be viewed as a scalar that changes cyclically. This concept is linked to Electronic Voice Phenomenon (EVP) research, specifically referencing Tesla's work, suggesting a connection between scalar values and the analysis of sound and its variations in EVP studies. The conversation emphasizes the relationship between scalar quantities and wave phenomena in understanding complex audio signals.
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can someone explain this to me please?
 
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A scalar is just a number. A wave is a repetitive variation in that number. For example the altitude of each point in Wisconsin forms a scalar wave. Or sound waves, all you can hear is the intensity of the superimposed tones; the intensity is just a number (yeah, maybe a complex number) and it varies repetitively (i.e the cycles of the tones).

What context did you find the phrase in?
 
in regards to Electronic Voice Phenomenon research by Tesla
 

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