Quantum mechanics demanding continuous vector space?
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If we throw away Hilbert space, assume
ψ
ψ
to be of unit energy and is an element of a metric space (rather than a vector space) with suitable metric defined on it. Would this kind of an idea which makes more mathematical sense would lead to a physical theory. Right now the mathematics of QM is simply ad-hoc.
ψ
ψ
to be of unit energy and is an element of a metric space (rather than a vector space) with suitable metric defined on it. Would this kind of an idea which makes more mathematical sense would lead to a physical theory. Right now the mathematics of QM is simply ad-hoc.
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Quantum mechanics demanding continuous vector space??
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to be of unit energy Anderson element of a metric space rather than a vector space with suitable metric defined on it would this kind of to be of unit energy Anderson element of a metric space rather than a vector space with suitable metric defined on it would this kind of an makes more mathematical science would lead to a physical theory right now the mathematics of QMS simply
Thank you..⭐️⭐️
The answer of u r question is...✌️✌️
Quantum mechanics demanding continuous vector space??
Ans:✍️✍️✍️✍️✍️✍️
to be of unit energy Anderson element of a metric space rather than a vector space with suitable metric defined on it would this kind of to be of unit energy Anderson element of a metric space rather than a vector space with suitable metric defined on it would this kind of an makes more mathematical science would lead to a physical theory right now the mathematics of QMS simply
Thank you..⭐️⭐️
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