1. Introduction and overview of the lectures "Foundations of Quantum Mechanics"


 1.1 The Schroedinger equation


 1.2 The meaning of "Psi"

1. Introduction and overview of the lectures "Foundations of Quantum Mechanics" 1.1 The Schroedinger equation 1.2 The meaning of "Psi"

1 - Foundations of Quantum Mechanics 2013

Have you ever wondered about the mysterious "collapse of the wave function" or the "wave-particle duality"? Does Schrödinger´s cat make you uneasy? Do you have a feeling that there could be a deeper, more ´microscopic´ theory underlying Quantum Mechanics? Do you believe that trajectories are ruled out by Quantum Mechanics? Are you confused by the concept of spin or by fermions vs. bosons? Do you want to learn how the founding fathers´ "Gedankenexperiments" are now routinely realized in the labs?This lecture series addresses questions related tothe foundations of Quantum Mechanics.


 Topics include: Bell´s inequalities and Entanglement, Measurements, Decoherence and the quantum-to-classical crossover, Interpretations of Quantum Mechanics (including Bohm´s pilot wave and Nelson´s Stochastic Quantization), Extensions of Quantum Mechanics, Geometric phases (Aharonov-Bohm effect and all that), Particle statistics, Quantum electrodynamics (including vacuum effects, renormalization, and Stochastic Electrodynamics), Relativistic quantum mechanics.The lectures require knowledge as obtained in a standard first course on Quantum Mechanics (more background will be beneficial but not absolutely needed). Master-level students and PhD students (as well as postdocs) will probably get the most out of this course.Website:http://www.thp2.nat.uni-erlangen.de/index.php/Foundations_of_Quantum_Mechanics_(Lecture_by_Florian_Marquardt)

Education

Have you ever wondered about the mysterious "collapse of the wave function" or the "wave-particle duality"? Does Schrödinger´s cat make you uneasy? Do you have a feeling that there could be a deeper, more ´microscopic´ theory underlying Quantum Mechanics? Do you believe that trajectories are ruled out by Quantum Mechanics? Are you confused by the concept of spin or by fermions vs. bosons? Do you want to learn how the founding fathers´ "Gedankenexperiments" are now routinely realized in the labs?This lecture series addresses questions related tothe foundations of Quantum Mechanics. Topics include: Bell´s inequalities and Entanglement, Measurements, Decoherence and the quantum-to-classical crossover, Interpretations of Quantum Mechanics (including Bohm´s pilot wave and Nelson´s Stochastic Quantization), Extensions of Quantum Mechanics, Geometric phases (Aharonov-Bohm effect and all that), Particle statistics, Quantum electrodynamics (including vacuum effects, renormalization, and Stochastic Electrodynamics), Relativistic quantum mechanics.The lectures require knowledge as obtained in a standard first course on Quantum Mechanics (more background will be beneficial but not absolutely needed). Master-level students and PhD students (as well as postdocs) will probably get the most out of this course.Website:http://www.thp2.nat.uni-erlangen.de/index.php/Foundations_of_Quantum_Mechanics_(Lecture_by_Florian_Marquardt)

Share 1 - Foundations of Quantum Mechanics 2013

Sign up to save your podcasts

1 - Foundations of Quantum Mechanics 2013

1 - Foundations of Quantum Mechanics 2013

More shows like Foundations of Quantum Mechanics 2013 (SD 640)

Quantum-optical phenomena in nanophysics 2010 (SD 640)

Pattern Recognition PR 2012/2013 (SD 640)

Lectures on the Geometric Anatomy of Theoretical Physics 2013/2014 (SD 640)

Making Sense with Sam Harris

Lineare Algebra I 2014/2015 (Audio)

Lectures on Quantum Theory (Elite Graduate Programme) 2015 -Measurements (HD 1280)

Lineare Algebra II 2015 (SD 640)

Public Theology - Religion - Education. Interreligious Perspectives (HD 1280)

Sean Carroll's Mindscape: Science, Society, Philosophy, Culture, Arts, and Ideas

Quantum Computing 2019/2020 (QHD 1920)

ASC - Advanced Signal Processing and Communications Engineering (QHD 1920)

Mysteries of Quantum Mechanics: Simplified