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            <title>A unified approach for the treatment of some higher dimensional Dirac type equations on spheres</title>
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          <abstract xml:lang="en" xlink:type="simple">Using Clifford analysis methods, we provide a unified approach to obtain explicit solutions of some partial differential equations combining the n-dimensional Dirac and Euler operators, including generalizations of the classical time-harmonic Maxwell equations. The obtained regular solutions show strong connections between hypergeometric functions and homogeneous polynomials in the kernel of the Dirac operator.</abstract>
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