Explores the theory of quasi-convexity in variational problems from continuum mechanics, discussing its principles, applications, and relationship with convexity.
Covers the basics of structural mechanics, including forces, materials behavior, and failure mechanisms, along with advanced topics and a historical overview.
Explores the significance of approximations in engineering calculations, showcasing historical tools like slide rules and demonstrating approximation techniques with simple algebraic examples.
Covers the postulates of Quantum Mechanics, the double-slit experiment, and the path integral formulation's significance in understanding quantum phenomena.
