1 Warming up with rational points on the unit circle
... Geometry of the multiplicative structure Observe what happens when two complex numbers are multiplied together in polar coordinates: we have that z1 · z2 = r1 eiθ1 · r2 eiθ2 = (r1 · r2 )ei(θ1 +θ2 ) so that their radii are multiplied and the angles are added to each other. So, in fact, one can simply ...
... Geometry of the multiplicative structure Observe what happens when two complex numbers are multiplied together in polar coordinates: we have that z1 · z2 = r1 eiθ1 · r2 eiθ2 = (r1 · r2 )ei(θ1 +θ2 ) so that their radii are multiplied and the angles are added to each other. So, in fact, one can simply ...
Aalborg Universitet
... connected to ideal leads where the carriers are quasi free fermions, is completely characterized by a one particle scattering matrix. Many people have since contributed to the justification of this formalism, starting from the first principles of non-equilibrium quantum statistical mechanics. In thi ...
... connected to ideal leads where the carriers are quasi free fermions, is completely characterized by a one particle scattering matrix. Many people have since contributed to the justification of this formalism, starting from the first principles of non-equilibrium quantum statistical mechanics. In thi ...
4th 9 weeks
... P.MD.2 Determine a regression equation to model a set of bivariate data. Justify why this equation best fits the data. P.MD.3 Use a regression equation modeling bivariate data to make predictions. Identify possible considerations regarding the accuracy of predictions when interpolating or extrapolat ...
... P.MD.2 Determine a regression equation to model a set of bivariate data. Justify why this equation best fits the data. P.MD.3 Use a regression equation modeling bivariate data to make predictions. Identify possible considerations regarding the accuracy of predictions when interpolating or extrapolat ...
