1 Optimality Criteria Methods for Structural Optimization.- A Review of Distributed Parameter Structural Optimization Literature.- A Review of the Basis for Optimality Criteria Methods.- Variational Methods and Optimality Criteria.- Optimality Criteria for Grids, Shells and Arches.- Optimization of Columns Against Buckling.- Optimization of Transversely Vibrating Beams and Rotating Shafts.- Singular Problems of Optimal Design.
- Optimization of Structures with Repeated Eigenvalues.- Optimal Design of Solid Elastic Plates.- On Some New Optimal Design Formulations for Plates.- Design of Plates for Minimum Deflection and Stress.- Variational Formulation and Numerical Methods in Optimal Design.- A Note on the Optimal Elastic Design for Given Deflection.- On the Optimum Shape of Columns.- 2 Numerical Optimization Methods.
- Optimal Remodeling Theory and Applications.- A Gradient Projection Method for Structural Optimization.- Distributed Parameter Structural Optimization for Dynamic Response.- Remarks on the Optimal Shape of the Fixed-Fixed Column.- A Numerical Method for Optimization of Structures with Repeated Eigenvalues.- Multiple Eigenvalues and Supremum Norm Constraints.- 3 Optimization of Structures Under Earthquake Loads.- Optimal Design of Structures under Dynamic Loading.
- Algorithms for Optimal Design.- A Software System for Optimization Based Interactive Computer-Aided Design.- Applications of Optimal Design to Structures Subjected to Earthquake Loading.- Evaluation of Frame Systems Based on Optimality Criteria with Multicomponent Seismic Inputs, Performance Constraints, and P-? Effect.- 4 Finite Dimensional Structural Optimization.- Structural and Mechanical Design Via Optimality Criterion Methods.- Analysis of "Allowable Stress" Type Algorithms.- An Introduction to the Solution of Optimal Structural Design Problems Using the Finite Element Method.
- Optimization of Large Flexural Finite Element Systems.- The Integrated Approach of FEM-SLP for Solving Problems of Optimal Design.- Optimum Design of Portal Frames with Tapered Steel Sections.- Computer Oriented Algorithms for Solving Structural Optimization Problems with Discrete Programming Techniques.- The Sizing of Structures Using Dynamic Relaxation.- Automatic Design of Frames with Tapered Tubular Members.