Iterants, Fermions and the Dirac Equation
... the group faithfully as n × n matrices. This gives a faithful representation of the iterant algebra associated with the group G onto the ring of n × n matrices. As a result we see that iterant algebra is fundamental to all matrix algebra. Section 4 ends with a number of classical examples including ...
... the group faithfully as n × n matrices. This gives a faithful representation of the iterant algebra associated with the group G onto the ring of n × n matrices. As a result we see that iterant algebra is fundamental to all matrix algebra. Section 4 ends with a number of classical examples including ...
Quantum information processing by nuclear magnetic resonance
... These experiments, which form the beginnings of a ‘‘quantum cookbook,’’ illustrate many of the basic principles and experimental subtleties not only of QIP, but also of quantum physics more generally. It is our view that QIP provides an excellent approach to teaching introductory quantum physics, be ...
... These experiments, which form the beginnings of a ‘‘quantum cookbook,’’ illustrate many of the basic principles and experimental subtleties not only of QIP, but also of quantum physics more generally. It is our view that QIP provides an excellent approach to teaching introductory quantum physics, be ...
PPT
... • A better theoretical explanation of Bell’s inequality, perhaps using Joe Eberly’s method. • Few lab days, longer time period (so that disalignment is less of a risk) ...
... • A better theoretical explanation of Bell’s inequality, perhaps using Joe Eberly’s method. • Few lab days, longer time period (so that disalignment is less of a risk) ...
