How Does the Hamiltonian Transform Affect Hilbert Space in Quantum Mechanics?

  • Thread starter Ron G
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In summary, the Hamiltonian transform is a mathematical operation used in quantum mechanics to transform a physical system into a mathematical representation in Hilbert space. This allows for the study and analysis of quantum systems through the use of linear algebra and complex numbers. The Hamiltonian transform is a crucial tool in understanding the behavior of quantum systems and is used extensively in the field of quantum mechanics.
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Ron G
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Hi, Old, retired guy, but still curious. Play WOT, Chopin, and attempting to work my way through Core Theory mathematics and the ontolgy implied.
Currently need help with Hamiltonian Transform of Hilbert Space, and reason why particle position function is treated like a wave.
 
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Welcome to the PF. :smile:
 
  • #3
My background is in operations research and process quality control (ISO 9000)
Questions:
1. Help with representation algebra and Hamiltonian Transforms to Hilbert Space.
2. Why the particle position distribution is treated as a wave?
 
  • #4
To get help with those questions, start out by reading related threads in the various subforums of the Physics section of the PF. Consider using the Search feature in the upper right to help you find threads on those subjects. And after you've done that reading, maybe start a New Thread in the best-fitting Physics sub-forum. Include links to the reading you've been doing about the question, and give as many details about what you know as possible. You should get very good responses to your questions. :smile:
 
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