Lectures related to Euler's rotation theorem

Explores kinematics and dynamics of rigid bodies, including Euler angles and moment of inertia.

Covers the concept of moment of inertia for solid rotation and its independence from movement and reference frame choice.

Covers the laws of transformation of speeds and accelerations, including the rotation of points and dynamic movement principles.

Covers the quantization of spin in Quantum Field Theory, focusing on induced representations and unitary irreps.

Explores the dynamics of solid bodies, covering speed, acceleration, and rotation principles.

Covers variable mass systems, center of mass, and rotation concepts in advanced physics.

Explores kinetic energy, diagonalization of matrices, Euler angles, and spinning top motion.

Explores Operator Product Expansion (OPE) and its role in Conformal Bootstrap.

Explores the mechanics of slender structures, introducing concepts like finite strain and finite rotation theory.

Explores representations of C3v symmetry, character tables, Mulliken symbols, and group theory applications in eigenfunctions.

Covers relative speed, Euler angles, and gyroscopic effects in rotating frames.

Covers the definition of rigid bodies, equations of motion, moments of inertia, and energy kinetic.

Explores Newton's laws, kinetic energy, and restitution coefficient in collisions, including conservation laws and attached objects.

Explores advanced rotational dynamics, gyroscopic effects, Earth's precession, and Euler angles.

Explores gyroscopes and the conservation of angular momentum, demonstrating stability through rotational dynamics and gyroscopic effects.

Covers attitude and orientation in rotations, including small angles and orthonormal properties.

Explores the dangers of multicollinearity in linear models and discusses diagnostic methods and remedies.

Explores normal acceleration, spatial rotations, vector rotation, and angular speed concepts in physics.

Explores kinematics and dynamics of rigid bodies, including Euler angles and transfer theorems.

Covers the mechanics of slender structures, focusing on exact kinematics and equilibrium equations of rods.