Conference

Displaying 4813 - 4824 of 4980

Introduction to quantum gravity - Part 12

Lee Smolin Perimeter Institute for Theoretical Physics

February 28, 2006

PIRSA:06020039
Introduction to quantum gravity - Part 11

Lee Smolin Perimeter Institute for Theoretical Physics

February 28, 2006

PIRSA:06020038
Introduction to quantum gravity - Part 10

Lee Smolin Perimeter Institute for Theoretical Physics

February 15, 2006

PIRSA:06020032
Introduction to quantum gravity - Part 9

Lee Smolin Perimeter Institute for Theoretical Physics

February 15, 2006

PIRSA:06020031
Gap estimates in adiabatic transport

February 11, 2006

PIRSA:06020025
Relation of adiabatic QC to other models

February 11, 2006

PIRSA:06020024
More on adiabatic quantum computation - Part 2

February 11, 2006

PIRSA:06020023
More on adiabatic quantum computation

February 11, 2006

PIRSA:06020022
Phase transitions in N-SAT

February 10, 2006

PIRSA:06020021
Phase transitions in NP complete problems

February 10, 2006

PIRSA:06020020
Random Matrices

Dimitri Gioev

February 10, 2006

PIRSA:06020019
Deviations from adiabatic approximation

Alexander Elgart Virginia Polytechnic Institute and State University

February 09, 2006

PIRSA:06020018

Introduction to quantum gravity - Part 12

Lee Smolin Perimeter Institute for Theoretical Physics

February 28, 2006

PIRSA:06020039

This is an introduction to background independent quantum theories of gravity, with a focus on loop quantum gravity and related approaches. Basic texts: -Quantum Gravity, by Carlo Rovelli, Cambridge University Press 2005 -Quantum gravityy with a positive cosmological constant, Lee Smolin, hep-th/0209079 -Invitation to loop quantum gravity, Lee Smolin, hep-th/0408048 -Gauge fields, knots and gravity, JC Baez, JP Muniain Prerequisites: -undergraduate quantum mechanics -basics of classical gauge field theories -basic general relativity -hamiltonian and lagrangian mechanics -basics of lie algebras
Introduction to quantum gravity - Part 11

Lee Smolin Perimeter Institute for Theoretical Physics

February 28, 2006

PIRSA:06020038

This is an introduction to background independent quantum theories of gravity, with a focus on loop quantum gravity and related approaches. Basic texts: -Quantum Gravity, by Carlo Rovelli, Cambridge University Press 2005 -Quantum gravityy with a positive cosmological constant, Lee Smolin, hep-th/0209079 -Invitation to loop quantum gravity, Lee Smolin, hep-th/0408048 -Gauge fields, knots and gravity, JC Baez, JP Muniain Prerequisites: -undergraduate quantum mechanics -basics of classical gauge field theories -basic general relativity -hamiltonian and lagrangian mechanics -basics of lie algebras
Introduction to quantum gravity - Part 10

Lee Smolin Perimeter Institute for Theoretical Physics

February 15, 2006

PIRSA:06020032

This is an introduction to background independent quantum theories of gravity, with a focus on loop quantum gravity and related approaches. Basic texts: -Quantum Gravity, by Carlo Rovelli, Cambridge University Press 2005 -Quantum gravityy with a positive cosmological constant, Lee Smolin, hep-th/0209079 -Invitation to loop quantum gravity, Lee Smolin, hep-th/0408048 -Gauge fields, knots and gravity, JC Baez, JP Muniain Prerequisites: -undergraduate quantum mechanics -basics of classical gauge field theories -basic general relativity -hamiltonian and lagrangian mechanics -basics of lie algebras
Introduction to quantum gravity - Part 9

Lee Smolin Perimeter Institute for Theoretical Physics

February 15, 2006

PIRSA:06020031

This is an introduction to background independent quantum theories of gravity, with a focus on loop quantum gravity and related approaches. Basic texts: -Quantum Gravity, by Carlo Rovelli, Cambridge University Press 2005 -Quantum gravityy with a positive cosmological constant, Lee Smolin, hep-th/0209079 -Invitation to loop quantum gravity, Lee Smolin, hep-th/0408048 -Gauge fields, knots and gravity, JC Baez, JP Muniain Prerequisites: -undergraduate quantum mechanics -basics of classical gauge field theories -basic general relativity -hamiltonian and lagrangian mechanics -basics of lie algebras
Gap estimates in adiabatic transport

February 11, 2006

PIRSA:06020025
Relation of adiabatic QC to other models

February 11, 2006

PIRSA:06020024
More on adiabatic quantum computation - Part 2

February 11, 2006

PIRSA:06020023
More on adiabatic quantum computation

February 11, 2006

PIRSA:06020022
Phase transitions in N-SAT

February 10, 2006

PIRSA:06020021
Phase transitions in NP complete problems

February 10, 2006

PIRSA:06020020
Random Matrices

Dimitri Gioev

February 10, 2006

PIRSA:06020019
Deviations from adiabatic approximation

Alexander Elgart Virginia Polytechnic Institute and State University

February 09, 2006

PIRSA:06020018

Title	Speaker(s)	Date	Talk Type	Info link
Introduction to quantum gravity - Part 12	Lee Smolin	2006-02-28	Conference	View details
Introduction to quantum gravity - Part 11	Lee Smolin	2006-02-28	Conference	View details
Introduction to quantum gravity - Part 10	Lee Smolin	2006-02-15	Conference	View details
Introduction to quantum gravity - Part 9	Lee Smolin	2006-02-15	Conference	View details
Gap estimates in adiabatic transport		2006-02-11	Conference	View details
Relation of adiabatic QC to other models		2006-02-11	Conference	View details
More on adiabatic quantum computation - Part 2		2006-02-11	Conference	View details
More on adiabatic quantum computation		2006-02-11	Conference	View details
Phase transitions in N-SAT		2006-02-10	Conference	View details
Phase transitions in NP complete problems		2006-02-10	Conference	View details
Random Matrices	Dimitri Gioev	2006-02-10	Conference	View details
Deviations from adiabatic approximation	Alexander Elgart	2006-02-09	Conference	View details

Supported by

Format results

Introduction to quantum gravity - Part 12

Introduction to quantum gravity - Part 11

Introduction to quantum gravity - Part 10

Introduction to quantum gravity - Part 9

Gap estimates in adiabatic transport

Relation of adiabatic QC to other models

More on adiabatic quantum computation - Part 2

More on adiabatic quantum computation

Phase transitions in N-SAT

Phase transitions in NP complete problems

Random Matrices

Deviations from adiabatic approximation

Introduction to quantum gravity - Part 12

Introduction to quantum gravity - Part 11

Introduction to quantum gravity - Part 10

Introduction to quantum gravity - Part 9

Gap estimates in adiabatic transport

Relation of adiabatic QC to other models

More on adiabatic quantum computation - Part 2

More on adiabatic quantum computation

Phase transitions in N-SAT

Phase transitions in NP complete problems

Random Matrices

Deviations from adiabatic approximation