• Recurrence Relations for Calculation of the Cartesian Multipole Tensor
• Modern Developments in Hartree-Fock Theory: Fast Methods for Computing the Coulomb Matrix
• Linear Scaling Computation of the Hartree-Fock Exchange Matrix
• Linear Scaling Computation of the Fock Matrix. I
• Solving the Two Electron Problem in Hartree-Fock Theory
• Linear Scaling Computation of the Fock Matrix. II Rigorous Bounds on Exchange Integrals and Incremental Fock builds
• Periodic Boundary Conditions and the Fast Multipole Method
• Linear Scaling Computation of the Fock Matrix. III. Formation of the Exchange Matrix with Permutational Symmetry
• A Multpole Acceptability Criterion for Electronic Structure Theory
• Linear Scaling Computation of the Fock Matrix. IV.  Multipole Accelerated Formation of the Exchange Matrix
• Linear Scaling Computation of the Hartree-Fock Exchange Matrix (Ph.D. Thesis)
• A Simplified Density Matrix Minimization for Linear Scaling SCF Theory
• A General, Parallel Sparse Blocked Matrix-Matrix Multiply for Linear Scaling SCF Theory
• Linear Scaling Computation of the Fock Matrix. V. Hierarchical Cubature for Numerical Integration of the Exchange-Correlation Matrix
• Trace Re-Setting Density Matrix Purification in O(N) Self-Consistent-Field Theory
• Linear Scaling Computation of the Fock Matrix. VI. Data Parallel Computation of the Exchange-Correlation Matrix.