Douglas Blumeyer's RTT How-To: Difference between revisions
Cmloegcmluin (talk | contribs) →vectors and covectors: trick for Wolfram cloud |
Cmloegcmluin (talk | contribs) →canonical form: remove statement about Wolfram computational notebooks |
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To find the integer canonical form, we can combine the two processes we already know how to do: null-space for getting from a mapping-row-basis to a comma-basis, and anti-null-space to get from a comma-basis to a mapping-row-basis. Basically, to achieve canonical form of one type of basis, we convert it into the other type of basis, then back, and voilà: canonicalization. | To find the integer canonical form, we can combine the two processes we already know how to do: null-space for getting from a mapping-row-basis to a comma-basis, and anti-null-space to get from a comma-basis to a mapping-row-basis. Basically, to achieve canonical form of one type of basis, we convert it into the other type of basis, then back, and voilà: canonicalization. | ||
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