Factory functions for single fermion level terms

Collaboration diagram for Factory functions for single fermion level terms:

Functions
RealExpr	Pomerol::LatticePresets::Level (std::string const &Label, RealType Eps, unsigned short Orbital, spin Spin)
ComplexExpr	Pomerol::LatticePresets::Level (std::string const &Label, ComplexType Eps, unsigned short Orbital, spin Spin)
RealExpr	Pomerol::LatticePresets::Level (std::string const &Label, RealType Eps, unsigned short NOrbitals=1)
ComplexExpr	Pomerol::LatticePresets::Level (std::string const &Label, ComplexType Eps, unsigned short NOrbitals=1)

Detailed Description

Function Documentation

Level() [1/4]

ComplexExpr Pomerol::LatticePresets::Level	(	std::string const &	Label,
		ComplexType	Eps,
		unsigned short	NOrbitals = 1
	)

Make a sum of complex energy fermionic terms \( \sum\limits_{\alpha, \sigma} \varepsilon c^{\dagger}_{i\alpha\sigma}c_{i\alpha\sigma}\).

Parameters

[in]	Label	Site label \(i\).
[in]	Eps	Energy level \(\varepsilon\).
[in]	NOrbitals	Number of orbitals \(\alpha\) to sum over.

Level() [2/4]

ComplexExpr Pomerol::LatticePresets::Level	(	std::string const &	Label,
		ComplexType	Eps,
		unsigned short	Orbital,
		spin	Spin
	)

Make a single energy level term \(\varepsilon c^{\dagger}_{i\alpha\sigma}c_{i\alpha\sigma}\) for a fermion on a given site for a given spin and orbital.

Parameters

[in]	Label	Site label \(i\).
[in]	Eps	Complex energy level \(\varepsilon\).
[in]	Orbital	Orbital index \(\alpha\).
[in]	Spin	Spin component \(\sigma\).

Level() [3/4]

RealExpr Pomerol::LatticePresets::Level	(	std::string const &	Label,
		RealType	Eps,
		unsigned short	NOrbitals = 1
	)

Make a sum of real energy fermionic terms \( \sum\limits_{\alpha, \sigma} \varepsilon c^{\dagger}_{i\alpha\sigma}c_{i\alpha\sigma}\).

Parameters

[in]	Label	Site label \(i\).
[in]	Eps	Energy level \(\varepsilon\).
[in]	NOrbitals	Number of orbitals \(\alpha\) to sum over.

Level() [4/4]

RealExpr Pomerol::LatticePresets::Level	(	std::string const &	Label,
		RealType	Eps,
		unsigned short	Orbital,
		spin	Spin
	)

Make a single energy level term \(\varepsilon c^{\dagger}_{i\alpha\sigma}c_{i\alpha\sigma}\) for a fermion on a given site for a given spin and orbital.

Parameters

[in]	Label	Site label \(i\).
[in]	Eps	Real energy level \(\varepsilon\).
[in]	Orbital	Orbital index \(\alpha\).
[in]	Spin	Spin component \(\sigma\).