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. And, when 'particles' are "borrowed into existence", per HUP, then, in some sense, they represent a negative energy, w.r.t. the zero-energy vacuum, from which they were "borrowed". Does that cause their wave-functions, to "decay exponentially", explaining their finite propagation range, cp. Yukawa potential ??
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virtual particles "decay exponentially" ??
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15 January 2012 - 11:51 AM
Widdekind 
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In classical QM, when 'particles' propagate into a 'classically forbidden' region, wherein their energy E < V, then their wave-functions decay away exponentially, . And, when 'particles' are "borrowed into existence", per HUP, then, in some sense, they represent a negative energy, w.r.t. the zero-energy vacuum, from which they were "borrowed". Does that cause their wave-functions, to "decay exponentially", explaining their finite propagation range, cp. Yukawa potential ??
. And, when 'particles' are "borrowed into existence", per HUP, then, in some sense, they represent a negative energy, w.r.t. the zero-energy vacuum, from which they were "borrowed". Does that cause their wave-functions, to "decay exponentially", explaining their finite propagation range, cp. Yukawa potential ??
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