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Which outcome occurs when representing electronic wave functions as gaussian-type orbitals in computational electronic structure methods, assuming incomplete basis sets?

A)Energy is variational upper bound.
B)Charge density becomes exact.
C)Electron correlation disappears.
D)Configuration interaction converges faster.

💡 Explanation

Using incomplete basis sets means the energy is an upper bound because the variational principle dictates that the calculated energy approaches the true energy from above; therefore, the energy provides an upper bound rather than an exact or lower one since the functions are not complete.

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