Hodge dual: Difference between revisions
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Given ''n'' basis elements (i.e. the number of primes in a prime limit) and a ''k''-multival '''W''' in this basis, there is a ''dual'' {{nowrap|(''n'' − ''k'')}}-multimonzo '''W'''°. Similarly, given a k-multimonzo '''M''', there is a dual {{nowrap|(''n'' − ''k'')}}-multival '''M'''º. The dual may be defined in terms of the bracket product relating multivals and multimonzos, which we discuss first. | Given ''n'' basis elements (i.e. the number of primes in a prime limit) and a ''k''-multival '''W''' in this basis, there is a ''dual'' {{nowrap|(''n'' − ''k'')}}-multimonzo '''W'''°. Similarly, given a k-multimonzo '''M''', there is a dual {{nowrap|(''n'' − ''k'')}}-multival '''M'''º. The dual may be defined in terms of the bracket product relating multivals and multimonzos, which we discuss first. | ||