Explores the link between linear algebra and wave mechanics, focusing on operators, self-adjoint nature, Brillouin Zone, and a probabilistic approach to diffusion.
Explores quantum mechanics fundamentals, including wave mechanics, Schrödinger equation, and Dirac equation, along with applications in decay rates and particle accelerators.
Explores the quantum description of light and tissue optical parameters, including the historical perspective, wave-particle duality, and the interaction between light and tissues.
Discusses wave-matter interactions, focusing on diffraction and diffusion phenomena, including principles of reflection, refraction, and the significance of X-ray interactions.
Delves into the variational method in relativistic quantum field theory without cutoff, emphasizing weakly entangled states and the transition to relativistic continuous matrix product states.
