The electronic structure of disordered systems in which unperturbed dispersion consists of a number of equivalent bands is investigated. By analysing the nature of the eigenstates including localisation for two- and four-orbital systems with various degrees of disorder and magnitudes of mixing, it is shown that the interband mixing is essential in characterising an eigenstate, which exhibits an interplay of disorder and band admixing specific to completely overlapping bands. Implications for multi-valley semiconductors and d-band systems are discussed.
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