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Energy Spectrum Of The Static Hamiltonian H 0 K X 0 Y K Z In

Energy spectrum of the static Hamiltonian H 0 (k x = 0, y, k z ) in ...
Energy spectrum of the static Hamiltonian H 0 (k x = 0, y, k z ) in ...
Energy spectrum of the static Hamiltonian H 0 (k x = 0, y, k z ) in ...
Energy spectrum of the static Hamiltonian H 0 (k x = 0, y, k z ) in ...
Energy spectrum of Hamiltonian matrix H k for the case λ = 4 (a) at V 0 ...
Energy spectrum of Hamiltonian matrix H k for the case λ = 4 (a) at V 0 ...
Spectrum of H(x, y). For fixed k 0 , we get energy spectrum of H k (s ...
Spectrum of H(x, y). For fixed k 0 , we get energy spectrum of H k (s ...
Energy spectrum of Hamiltonian H k (Eq.(2)) as a function of the ...
Energy spectrum of Hamiltonian H k (Eq.(2)) as a function of the ...
Energy spectrum of the Hamiltonian in Eq. (1) for τ = 0 (grey lines ...
Energy spectrum of the Hamiltonian in Eq. (1) for τ = 0 (grey lines ...
Energy spectrum of the Hamiltonian matrix H k , for the case λ = 4, as ...
Energy spectrum of the Hamiltonian matrix H k , for the case λ = 4, as ...
Energy dispersion along the k x direction of the Hamiltonian in Eq. (7 ...
Energy dispersion along the k x direction of the Hamiltonian in Eq. (7 ...
Energy spectra of the lattice Hamiltonian H k (model (2) in the main ...
Energy spectra of the lattice Hamiltonian H k (model (2) in the main ...
Energy spectrum of the Hamiltonian (9) as a function of k y for various ...
Energy spectrum of the Hamiltonian (9) as a function of k y for various ...
Phase portrait of the Hamiltonian H K + H 0 with m 1 = 0.001 m 0 and m ...
Phase portrait of the Hamiltonian H K + H 0 with m 1 = 0.001 m 0 and m ...
Energy spectrum of the Hamiltonian matrix H k , for the case λ = 4, as ...
Energy spectrum of the Hamiltonian matrix H k , for the case λ = 4, as ...
Phase portrait of the Hamiltonian H K + H 0 with m 1 = 0.001 m 0 and m ...
Phase portrait of the Hamiltonian H K + H 0 with m 1 = 0.001 m 0 and m ...
Energy spectrum of the QD-donor Hamiltonian H 0 as a function of the ...
Energy spectrum of the QD-donor Hamiltonian H 0 as a function of the ...
Energy spectra of the lattice Hamiltonian H k (model (2) in the main ...
Energy spectra of the lattice Hamiltonian H k (model (2) in the main ...
(a) Bands of the Hamiltonian H ZKM without pairing for k y = 0. The ...
(a) Bands of the Hamiltonian H ZKM without pairing for k y = 0. The ...
The energy spectrum of the effective Hamiltonian with Y -kicking in the ...
The energy spectrum of the effective Hamiltonian with Y -kicking in the ...
The energy spectra as functions of h for the Bloch Hamiltonian H l=4 k ...
The energy spectra as functions of h for the Bloch Hamiltonian H l=4 k ...
The potential energy part of the ideal Hamiltonian, H pot. 0 (r), is ...
The potential energy part of the ideal Hamiltonian, H pot. 0 (r), is ...
(a) Energy spectrum of the Hamiltonian in Eq. (5) with open (periodic ...
(a) Energy spectrum of the Hamiltonian in Eq. (5) with open (periodic ...
Energy spectrum of the Hamiltonian (1) as a function of the static ...
Energy spectrum of the Hamiltonian (1) as a function of the static ...
Energy spectrum of the Hamiltonian in (8) in the presence of a ...
Energy spectrum of the Hamiltonian in (8) in the presence of a ...
Energy spectrum of the zeroth-order HamiltoniañHamiltoniañ H0 − 1 2 k 2 ...
Energy spectrum of the zeroth-order HamiltoniañHamiltoniañ H0 − 1 2 k 2 ...
Energy spectrum of the relative motion Hamiltonian (6b) in the subspace ...
Energy spectrum of the relative motion Hamiltonian (6b) in the subspace ...
( a ) Energy spectrum of the effective Hamiltonian equation (1). In a ...
( a ) Energy spectrum of the effective Hamiltonian equation (1). In a ...
Energy ω spectrum of the Hamiltonian (Equation 6) in function of the ...
Energy ω spectrum of the Hamiltonian (Equation 6) in function of the ...
1: The energy spectrum of the Hamiltonian H 1 is made from E (1) n and ...
1: The energy spectrum of the Hamiltonian H 1 is made from E (1) n and ...
The energy dispersions of the lattice Hamiltonian for kz = 0 with ...
The energy dispersions of the lattice Hamiltonian for kz = 0 with ...
The potential energy part of the ideal Hamiltonian, H pot. 0 (r), is ...
The potential energy part of the ideal Hamiltonian, H pot. 0 (r), is ...
The energy spectrum of the Hamiltonian Eq. (1) in the lowest Landau ...
The energy spectrum of the Hamiltonian Eq. (1) in the lowest Landau ...
Energy spectrum of the zeroth-order HamiltoniañHamiltoniañ H0 − 1 2 k 2 ...
Energy spectrum of the zeroth-order HamiltoniañHamiltoniañ H0 − 1 2 k 2 ...
Energy spectrum of the Hamiltonian (1) as a function of the static ...
Energy spectrum of the Hamiltonian (1) as a function of the static ...
3: (a) Interaction energy for the reference Hamiltonian H 0 (solid ...
3: (a) Interaction energy for the reference Hamiltonian H 0 (solid ...
(Color online) The lowest part of the energy spectrum of Hamiltonian ...
(Color online) The lowest part of the energy spectrum of Hamiltonian ...
Dependence of the Hamiltonian H on the soliton energy E . The inset ...
Dependence of the Hamiltonian H on the soliton energy E . The inset ...
(a) Energy spectra of the static Hamiltonian [Eq. (2)] for t = t0 = −m0 ...
(a) Energy spectra of the static Hamiltonian [Eq. (2)] for t = t0 = −m0 ...

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Energy spectrum of the static Hamiltonian H 0 (k x = 0, y, k z ) in ... Energy spectrum of Hamiltonian matrix H k for the case λ = 4 (a) at V 0 ... Spectrum of H(x, y). For fixed k 0 , we get energy spectrum of H k (s ... Energy spectrum of Hamiltonian H k (Eq.(2)) as a function of the ... Energy spectrum of the Hamiltonian in Eq. (1) for τ = 0 (grey lines ... Energy spectrum of the Hamiltonian matrix H k , for the case λ = 4, as ... Energy dispersion along the k x direction of the Hamiltonian in Eq. (7 ... Energy spectra of the lattice Hamiltonian H k (model (2) in the main ...

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