Abstract
The wave function of the Universe is calculated for an inflationary cosmological model with a variable gravitational "constant." The resulting probability distribution for the initial states of the Universe is peaked at the highest maximum of the effective potential, $V={V}_{max}$, with the initial value of the Planck mass ${{m}_{P}}^{(0)}\ensuremath{\sim}{V}_{max}^{\frac{1}{4}}$.
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