Spinless Namespace Reference

Classes
class	ChemicalTerm
	chemical potential term \[ \hat H_{\mu} = \sum_{i}\mu_{i} \hat n_{i} = -i\sum_{i} \frac{\mu_{i}}{2} \gamma_{i}^+ \gamma_{i}^- \] More...
class	KineticTerm
	kinetic term \[ \hat H_{\mathrm{kin}} = \sum_{\langle i,j\rangle} \left(t_{ij} c_{i}^\dagger c_{j}+\mathrm{h.c.}\right) = -i\sum_{\langle i,j\rangle} \frac{t_{ij}}{2}\left( \gamma_{i}^+ \gamma_{j}^- + \gamma_{j}^+ \gamma_{i}^- \right) \] More...
class	ProxTerm
	superconducting term \[ \hat H_{\mathrm{prox}} = \sum_{\langle i,j\rangle} \left(\Delta_{ij}e^{i\phi_{ij}} c_{i}^\dagger c_{j}+\mathrm{h.c.}\right) = i\sum_{\langle i,j\rangle} \frac{\Delta_{ij}}{2}\left( \sin \phi_{ij} \gamma_i^+ \gamma_j^+ +\cos \phi_{ij} \gamma_i^+ \gamma_j^- -\cos \phi_{ij} \gamma_j^+ \gamma_i^- -\sin \phi_{ij} \gamma_i^- \gamma_j^- \right) \] More...