  We shall consider a result of Fel'dman, where a sharp Baker-type lower bound
is obtained for linear forms in the values of some E-functions. Fel'dman's
proof is based on an explicit construction of Pad\'e approximations of the
first kind for these functions. In the present paper we introduce Pad\'e
approximations of the second kind for the same functions and use these to
obtain a slightly improved version of Fel'dman's result.
