Lectures

PDF lectures (beamer):

• 2011 Jerusalem winter school, Topological Quantum Numbers
• 2010 Workshop on quantum control, IHP, Paris, Geometry of transport in open systems
• 2010 Visualization of 2 qubits (Zurich colloquium)
• 2010 tunneling day, Technion: Landau-Zener tunneling for Lindblad operators

Video:

• RBNI 2010 winter school: Should biologists care about quantum computing?

Power point lectures (Animations may not work)

• Optimal parametrization of adiabatic paths (Caltech, USC, 2010)
• Should biologists care about quantum computing? (RBNI school, Ein Gedi 2010)
• Baron von Munchhausen and the cat (ABB50/25 2010, Caltech 2010, Colloquium, Friburg 2009)
• 6 lectures on geometry in quantum mechanics, (Bressanone 2009)
  1. Classical dynamics in magnetic fields
  2. Quantum dynamics
  3. Pauli and Index theorems
  4. Adiabatic evolutions
  5. Geometry of transport
  6. Hofstadter models
• 4 lectures at the ETH, (2008)
  1. Swimming as gauge theory
  2. Swimming and pumping
  3. The baron and the cat
  4. Time reordering and entanglment
• Swimming and pumping at low Reynolds numbers (Munchen 2007)
• Quantum swimming and scattering theory (Agmon Fest, 2007)
• ent-qdot-Entangled photons on demand (Horovitz Fest, 2007)
• Quantum swimming  (Technion, 2007)
• Entangled photons from a quantum dot (Rutgers, 2006)
• The geometry of two qubits (Prague 2006)
• Entanglement on the dot
• Pushmepullyou
• Swimming lesssons for microbots
• The Quantum Hall Effect
• Laughlin argument revisited
• Quantum pumps
• Hofstadter’s Butterfly as a Quantum phase diagram
• Euler Disk
• Rotations without angular momentum
• Swimming microbots
• The Sun (Hebrew)