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It is known that signature of a Weyl group element is defined in terms of the number of its simple Weyl reflections. Actual calculations hence are not always possible especially for Weyl groups with higher order like Weyl group. By extending the concept from signature of a Weyl reflection to signature of a weight, we show that signature of a weight is defined without referring to Weyl reflections, Though both have the same result, the signature of a weight can be calculated for any Lie algebra.

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