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It is shown that the curious identity of Simons follows immediately fromEuler's series transformation formula and also from an identity due toLjunggren. The relation of Simons' identity to Legendre's polynomials is alsodiscussed. At the end we use the generalized Euler series transformation toobtain two recent binomial identities of Munarini.

The Euler Series Transformation and the Binomial Identities of Ljunggren, Munarini and Simons