Gale Banks, the Godfather of turbocharging, shares over 65 years of automotive engineering know-how in this educational and entertaining audio series. From gearing for top speed to calculating Manifold Air Density, every automotive enthusiast stands to learn a thing or two from this land speed record-holding legend. Join Gale for exclusive interviews, frank talk, myth-busting, history lessons, and step-by-step how-tos.
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Every year the Arnold Sommerfeld Center (ASC) for Theoretical Physics at the LMU in Munich organizes a school for PhD students. It covers topics which are of current interest in theoretical physics and range from more applied fields like condensed matter physics to rather mathematical fields like string theory. Announcements of upcoming schools can be found on the ASC schools webpage and a list of past schools can be found in the archive of the ASC schools.
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In this unique podcast series we explore the complexities of family business through the ancient teachings of mindfulness. Join mindfulness teacher and family business expert, Martin Stepek and his colleague Russ Haworth, a family business adviser with a curious mind as they discuss and explore this fascinating topic together. Mindfulness challenges our preconceived ideas and views, and of course in a family business these are manifold. Our relationship to other family members, whether paren ...
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1
Black hole information and spacetime behind the horizon, Lecture 3
1:34:04
1:34:04
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1:34:04
2018 Arnold Sommerfeld School: Black Holes and Quantum InformationBy Kyriakos Papadodimas
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Information theory and optimality in biological networks, Lecture 2
1:31:48
1:31:48
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1:31:48
2019 Arnold Sommerfeld School: the Physics of LifeBy Gasper Tkacik
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Motility-induced phase separation and pattern formation, Lecture 2
1:36:35
1:36:35
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1:36:35
2019 Arnold Sommerfeld School: the Physics of LifeBy Julien Tailleur
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Statistical mechanics approaches for studying microbial growth, Lecture 2
1:31:17
1:31:17
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1:31:17
2019 Arnold Sommerfeld School: the Physics of LifeBy Ariel Amir
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Information theory and optimality in biological networks, Lecture 1
1:34:10
1:34:10
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1:34:10
2019 Arnold Sommerfeld School: the Physics of LifeBy Gasper Tkacik
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1
Cell migration on microstructured surfaces: From single cell to collective behavior
51:54
51:54
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2019 Arnold Sommerfeld School: the Physics of LifeBy Joachim Rädler
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1D Active Matter, Guided Mechanochemical Pattern Formation, Lecture 3
59:54
59:54
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59:54
2019 Arnold Sommerfeld School: the Physics of LifeBy Stephan Grill
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2019 Arnold Sommerfeld School: the Physics of LifeBy Stephan Grill
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1
Motility-induced phase separation and pattern formation, Lecture 1
1:30:46
1:30:46
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1:30:46
2019 Arnold Sommerfeld School: the Physics of LifeBy Julien Tailleur
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Protein self-organization in cell division
1:05:05
1:05:05
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1:05:05
2019 Arnold Sommerfeld School: the Physics of LifeBy Petra Schwille
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2019 Arnold Sommerfeld School: the Physics of LifeBy Stephan Grill
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Spatial population genetics, Lecture 1
1:33:50
1:33:50
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1:33:50
2019 Arnold Sommerfeld School: the Physics of LifeBy David Nelson
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Statistical mechanics approaches for studying microbial growth, Lecture 1
1:34:32
1:34:32
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1:34:32
2019 Arnold Sommerfeld School: the Physics of LifeBy Ariel Amir
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Spatial population genetics, Lecture 2
1:32:37
1:32:37
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1:32:37
2019 Arnold Sommerfeld School: the Physics of LifeBy David Nelson
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Holography in General Spacetimes: Quantum Null Energy Condition and Perspectives on Firewalls
1:41:05
1:41:05
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2018 Arnold Sommerfeld School: Black Holes and Quantum InformationBy Raphael Bousso
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Geometry under microscope, Lecture 2
1:42:16
1:42:16
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1:42:16
2018 Arnold Sommerfeld School: Black Holes and Quantum InformationBy Gia Dvali
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Quantum Completeness versus Classical Incompleteness of Black-Holes
2:05:04
2:05:04
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2018 Arnold Sommerfeld School: Black Holes and Quantum InformationBy Stefan Hofmann
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The fuzzball paradigm: 2. The fuzzball construction
1:29:33
1:29:33
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2018 Arnold Sommerfeld School: Black Holes and Quantum InformationBy Samir Mathur
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Geometry under microscope, Lecture 3
1:50:37
1:50:37
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2018 Arnold Sommerfeld School: Black Holes and Quantum InformationBy Gia Dvali
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The fuzzball paradigm: 3. The causality constraint
1:33:34
1:33:34
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2018 Arnold Sommerfeld School: Black Holes and Quantum InformationBy Samir Mathur
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The fuzzball paradigm: 1. The small corrections theorem
1:34:18
1:34:18
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2018 Arnold Sommerfeld School: Black Holes and Quantum InformationBy Samir Mathur
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Introduction to black hole informatics, Lecture 3
1:36:44
1:36:44
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2018 Arnold Sommerfeld School: Black Holes and Quantum InformationBy Larus Thorlacius
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Holography in General Spacetimes: Covariant Entropy Bound and Quantum Focussing
1:28:40
1:28:40
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2018 Arnold Sommerfeld School: Black Holes and Quantum InformationBy Raphael Bousso
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Black hole information and spacetime behind the horizon, Lecture 2
1:34:23
1:34:23
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2018 Arnold Sommerfeld School: Black Holes and Quantum InformationBy Kyriakos Papadodimas
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1
Geometry under microscope, Lecture 1
1:44:22
1:44:22
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2018 Arnold Sommerfeld School: Black Holes and Quantum InformationBy Gia Dvali
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1
Introduction to black hole informatics, Lecture 1
1:36:06
1:36:06
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2018 Arnold Sommerfeld School: Black Holes and Quantum InformationBy Larus Thorlacius
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Matrix product states (MPS), Density matrix renormalization group (DMRG), Hands on Session 2
1:07:21
1:07:21
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2017 Arnold Sommerfeld School: Numerical Methods for Correlated Many-Body SystemsBy C. Hubig
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Black hole information and spacetime behind the horizon, Lecture 1
1:36:18
1:36:18
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1:36:18
2018 Arnold Sommerfeld School: Black Holes and Quantum InformationBy Kyriakos Papadodimas
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1
Holography in General Spacetimes: The Bekenstein bound, questions after the lecture
3:16
3:16
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3:16
2018 Arnold Sommerfeld School: Black Holes and Quantum InformationBy Raphael Bousso
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1
Introduction to black hole informatics, Lecture 2
1:35:40
1:35:40
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1:35:40
2018 Arnold Sommerfeld School: Black Holes and Quantum InformationBy Larus Thorlacius
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1
Quantum Monte Carlo methods, Lecture 2
1:24:29
1:24:29
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2017 Arnold Sommerfeld School: Numerical Methods for Correlated Many-Body SystemsBy Lode Pollet
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Projected entangled pair states (PEPS) (introduction)
1:42:39
1:42:39
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2017 Arnold Sommerfeld School: Numerical Methods for Correlated Many-Body SystemsBy Philippe Corboz
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Dynamical Mean Field Theory (DMFT) and impurity solvers, Lecture 3
1:08:56
1:08:56
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2017 Arnold Sommerfeld School: Numerical Methods for Correlated Many-Body SystemsBy Olivier Parcollet
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2017 Arnold Sommerfeld School: Numerical Methods for Correlated Many-Body SystemsBy Norbert Schuch
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1
Quantum Monte Carlo methods, Lecture 1
1:31:52
1:31:52
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2017 Arnold Sommerfeld School: Numerical Methods for Correlated Many-Body SystemsBy Lode Pollet
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1
Dynamical Mean Field Theory (DMFT) and impurity solvers, Lecture 2
1:31:14
1:31:14
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1:31:14
2017 Arnold Sommerfeld School: Numerical Methods for Correlated Many-Body SystemsBy Olivier Parcollet
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2017 Arnold Sommerfeld School: Numerical Methods for Correlated Many-Body SystemsBy Steve White
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1
Matrix product states (MPS), Density matrix renormalization group (DMRG), Lecture 2
1:48:43
1:48:43
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2017 Arnold Sommerfeld School: Numerical Methods for Correlated Many-Body SystemsBy Ulrich Schollwöck
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Dynamical Mean Field Theory (DMFT) and impurity solvers, Lecture 1
1:26:54
1:26:54
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2017 Arnold Sommerfeld School: Numerical Methods for Correlated Many-Body SystemsBy Olivier Parcollet
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1
Holography in General Spacetimes: The Bekenstein Bound
1:31:50
1:31:50
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2018 Arnold Sommerfeld School: Black Holes and Quantum InformationBy Raphael Bousso
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1
Matrix product states (MPS), Density matrix renormalization group (DMRG), Lecture 1
1:45:04
1:45:04
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1:45:04
2017 Arnold Sommerfeld School: Numerical Methods for Correlated Many-Body SystemsBy Ulrich Schollwöck
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1
Matrix product states (MPS), Density matrix renormalization group (DMRG), Hands on Session 1
1:30:31
1:30:31
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1:30:31
2017 Arnold Sommerfeld School: Numerical Methods for Correlated Many-Body SystemsBy C. Hubig
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1
Numerical renormalization group (NRG)
1:44:59
1:44:59
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2017 Arnold Sommerfeld School: Numerical Methods for Correlated Many-Body SystemsBy Andreas Weichselbaum
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Numerical renormalization group (NRG), Hands on Session
58:05
58:05
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58:05
2017 Arnold Sommerfeld School: Numerical Methods for Correlated Many-Body SystemsBy Andreas Weichselbaum
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1
Non-equilibrium dynamics & Holography, Lecture 3
1:33:40
1:33:40
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2016 Arnold Sommerfeld School: Quantum Many-Body Physics far from EquilibriumBy Mukund Rangamani
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Spatial population genetics, Lecture 3
1:30:55
1:30:55
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1:30:55
2019 Arnold Sommerfeld School: the Physics of LifeBy David Nelson
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1
Statistical mechanics approaches for studying microbial growth, Lecture 3
1:31:35
1:31:35
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1:31:35
2019 Arnold Sommerfeld School: the Physics of LifeBy Ariel Amir
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1
Information theory and optimality in biological networks, Lecture 3
1:46:12
1:46:12
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1:46:12
2019 Arnold Sommerfeld School: the Physics of LifeBy Gasper Tkacik
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2019 Arnold Sommerfeld School: the Physics of LifeBy Karen Alim
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1
Motility-induced phase separation and pattern formation, Lecture 3
1:38:10
1:38:10
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1:38:10
2019 Arnold Sommerfeld School: the Physics of LifeBy Julien Tailleur
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