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How big is a square of QM? - Answers

In quantum mechanics (QM), the concept of "size" can refer to various aspects, such as the dimensions of a wavefunction or the spatial extent of a particle's probability distribution. However, there is no specific size for a "square of QM" as it does not correspond to a physical entity. Instead, quantum mechanics describes systems mathematically, often using wavefunctions that can represent particles in infinite-dimensional spaces rather than fixed geometric shapes. Thus, size in quantum mechanics is often a probabilistic measure rather than a definitive physical dimension.



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How big is a square of QM? - Answers

https://math.answers.com/math-and-arithmetic/How_big_is_a_square_of_QM

In quantum mechanics (QM), the concept of "size" can refer to various aspects, such as the dimensions of a wavefunction or the spatial extent of a particle's probability distribution. However, there is no specific size for a "square of QM" as it does not correspond to a physical entity. Instead, quantum mechanics describes systems mathematically, often using wavefunctions that can represent particles in infinite-dimensional spaces rather than fixed geometric shapes. Thus, size in quantum mechanics is often a probabilistic measure rather than a definitive physical dimension.



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https://math.answers.com/math-and-arithmetic/How_big_is_a_square_of_QM

How big is a square of QM? - Answers

In quantum mechanics (QM), the concept of "size" can refer to various aspects, such as the dimensions of a wavefunction or the spatial extent of a particle's probability distribution. However, there is no specific size for a "square of QM" as it does not correspond to a physical entity. Instead, quantum mechanics describes systems mathematically, often using wavefunctions that can represent particles in infinite-dimensional spaces rather than fixed geometric shapes. Thus, size in quantum mechanics is often a probabilistic measure rather than a definitive physical dimension.

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      In quantum mechanics (QM), the concept of "size" can refer to various aspects, such as the dimensions of a wavefunction or the spatial extent of a particle's probability distribution. However, there is no specific size for a "square of QM" as it does not correspond to a physical entity. Instead, quantum mechanics describes systems mathematically, often using wavefunctions that can represent particles in infinite-dimensional spaces rather than fixed geometric shapes. Thus, size in quantum mechanics is often a probabilistic measure rather than a definitive physical dimension.
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