Mathematical Physics

    

Advanced Hilbert Space Technology

Authors: J.A.J. van Leunen

Hilbert spaces are relevant because these extensions of vector spaces are capable of archiving sets of numbers in a structured way such that these data can be retrieved in a well-organized way. Textbooks about Hilbert spaces do not contain all subjects that make Hilbert spaces interesting and relevant. This paper adds some valuable aspects of Hilbert spaces that you will not easily find in regular textbooks about Hilbert spaces. The section on conclusions shows that advanced Hilbert space technology leads to other results than mainstream physics does.

Comments: 80 Pages. This is part of the Hilbert Book Model Project

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Submission history

[v1] 2022-01-02 20:22:12
[v2] 2022-02-20 06:49:41
[v3] 2022-03-27 17:05:46

Unique-IP document downloads: 392 times

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