$ID = get_the_ID();
add_post_meta($ID, 'Author', 'P.Scudo', True);
add_post_meta($ID, 'Credits', '2', True);
$AUTHOR = get_post_meta(get_the_ID(),'Author',True);
$CREDITS = get_post_meta(get_the_ID(),'Credits',True);
echo "
by $AUTHOR ($CREDITS credits)
“;
?>
This course aims to provide an introduction to the recent subject of Quantum Random Walk. The lectures will cover:
Main topics
- Simple random walks
- Markov chains
- Random wlaks on graphs
- Ergodicity, mixing anc convergence properties
- Extensions to the continuum, diffusion processes
- From Feynman’s derivation to the definition of simple quantum walks
- Dicrete-time walks on graphs, mixing properties,hitting times
- Walks on d-dimensional lattices and continuum limits
- Quantum walks in continous-time
- Path integral formulation, Fourier approach, convergence properties at infinite times
- Applications to quantum computation, quantum algorithms and cellular automata