TL;DR
This paper revisits the proof of Macdonald identities for untwisted affine root systems and extends the results to include twisted affine root systems, providing a comprehensive understanding of these identities.
Contribution
It offers a new derivation of Macdonald identities for twisted affine root systems, expanding the scope of previous proofs.
Findings
Derived Macdonald identities for twisted affine root systems
Provided a unified proof approach for untwisted and twisted cases
Enhanced understanding of affine root system identities
Abstract
In this note, after recalling a proof of the Macdonald identities for untwisted affine root systems, we derive the Macdonald identities for twisted affine root systems.
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