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The magnetic moments of -hypernuclei are the most interesting observables which provide a highly sensitive probe of lambda in the hypernuclei structure and also supply direct information on hyperon-nucleon interactions. In this work, in a relativistic approach we analytically determine the magnetic moment of several -hypernuclei such as , and in their ground and excited states, i.e. the , and states. For our analysis, we consider the central potential of Wood-Saxon and the spin-orbital potential and determine the wave function of hypernuclei. Then we compute the Dirac, the anomalous and the total magnetic moments of the ground and excited states of -hypernuclei.
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