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| Ratings Detail: Hilbert space |
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Summary of current ratings for the object:
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| Clarity: |
2 |
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| Correctness: |
3 |
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| Pedagogy: |
2 |
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| Language: |
3 |
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| Average: |
2.5 |
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| Number of votes counted (recent votes): |
4 |
| Number of votes counted (active votes): |
4 |
| All historical votes: |
4 |
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Detailed list of ratings:
| User |
Date |
Clarity |
Correctness |
Pedagogy |
Language |
Comment |
| ptr |
2008-07-20 09:53:41 |
2 |
3 |
2 |
3 |
Worth a topic! The definition is simple and here overly complicated: a HS is a Banachspace the norm od which is derived from an inner product. |
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