Lectures related to Ornstein isomorphism theorem

Smooth Dynamics: Bernoulli and K Properties

Explores Bernoulli and K properties in smooth dynamics, including equivalence, examples, and implications.

Bernoulli Theorem: Applications

Explores the applications of the Bernoulli theorem in fluid dynamics.

Derivability Study: Behavioral Rules and Examples

Explores derivability behavioral rules and examples, including Rolle's theorem and Bernoulli theorem applications.

Determinantal Point Processes and Extrapolation

Covers determinantal point processes, sine-process, and their extrapolation in different spaces.

Markov Chains: Homogeneous Processes and Stationary Distributions

Explores Markov chains, focusing on homogeneous processes and stationary distributions, with practical exercises.

Hydrostatics: Pressure, Fluid Mechanics, Cohesion Forces

Delves into hydrostatics, focusing on pressure, fluid mechanics, and cohesion forces in liquids.

Markov Chain Monte Carlo

Explores the Markov Chain Monte Carlo method, covering ergodic chains, stationary distributions, and the Metropolis algorithm.

Fluid Mechanics: Pressure, Forces, and Hydrostatics

Covers pressure, forces, hydrostatics, Bernoulli's theorem, and surface tension in fluid mechanics.

Electromagnetic Waves and Energy Transfer

Explores electromagnetic waves, energy transfer by photons, and fluid pressure fundamentals.

Ergodic properties of low complexity symbolic systems

Explores the influence of complexity on ergodic properties of symbolic systems, presenting the Curtis-Hedlund-Lyndon Theorem and constructions of minimal subshifts.

Page Rank: Theory and Convergence

Explores Page Rank algorithm theory, convergence speed, ergodic chains, spectral gap, and chain examples.

Cavitation Phenomenon

Explores cavitation, extreme temperatures in bubbles, Bernoulli's theorem, and fluid dynamics exercises.

Fluid Mechanics: Hydrostatics and Archimedes' Principle

Explores hydrostatics, Archimedes' principle, and fluid mechanics, focusing on pressure, dynamics, and cohesive forces.

Fluid Mechanics: Hydrodynamics

Explores fluid mechanics, emphasizing hydrodynamics, including Archimedes' principle and Bernoulli's theorem, with practical applications in Torricelli's law and Venturi tubes.

Fluid Mechanics: Hydrodynamics

Covers the principles of fluid mechanics, focusing on hydrodynamics and forces in liquids.

General Physics for Pharmacy

Covers kinetic energy of gases, pressure, fluid mechanics, thermal properties, heat transfer, dilatation, and energy transfer.

Derivability on an Interval: Rolle's Theorem

Covers derivability on an interval, including Rolle's Theorem and practical applications in function analysis.

Bernoulli Theorems: Potential Flow

Explores Bernoulli theorems in potential flow, including assumptions, incompressible flow, and elementary irrotational flows.