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Now, let's introduce the concept of **compressed double-factorized Hamiltonians**. In many quantum systems, particularly those involving many interacting particles, the Hamiltonian operator can be represented as a sum of many terms. These terms often involve two-electron integrals, which describe the interactions between pairs of electrons. The number of these integrals can grow rapidly with the size of the system, making the computation of the Hamiltonian matrix a major bottleneck.
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