Abstract
Within the scope of the approximation of a kinematic field I have been calculating the uniform paramagnetic susceptibility {chi}(0,0)={delta}R(H)/{delta}H when H {yields} 0 and U {yields} {infinity}. It turns out that {chi}(0,0) < 0 in the all region, where R=0 (i.e. 0,7 > or approx. n {>=} 0). (author). 6 refs, 1 fig.
Citation Formats
Goryachev, E G.
Instability of the paramagnetic state in the kinematic field approximation in the Hubbard model.
IAEA: N. p.,
1991.
Web.
Goryachev, E G.
Instability of the paramagnetic state in the kinematic field approximation in the Hubbard model.
IAEA.
Goryachev, E G.
1991.
"Instability of the paramagnetic state in the kinematic field approximation in the Hubbard model."
IAEA.
@misc{etde_10113430,
title = {Instability of the paramagnetic state in the kinematic field approximation in the Hubbard model}
author = {Goryachev, E G}
abstractNote = {Within the scope of the approximation of a kinematic field I have been calculating the uniform paramagnetic susceptibility {chi}(0,0)={delta}R(H)/{delta}H when H {yields} 0 and U {yields} {infinity}. It turns out that {chi}(0,0) < 0 in the all region, where R=0 (i.e. 0,7 > or approx. n {>=} 0). (author). 6 refs, 1 fig.}
place = {IAEA}
year = {1991}
month = {Jul}
}
title = {Instability of the paramagnetic state in the kinematic field approximation in the Hubbard model}
author = {Goryachev, E G}
abstractNote = {Within the scope of the approximation of a kinematic field I have been calculating the uniform paramagnetic susceptibility {chi}(0,0)={delta}R(H)/{delta}H when H {yields} 0 and U {yields} {infinity}. It turns out that {chi}(0,0) < 0 in the all region, where R=0 (i.e. 0,7 > or approx. n {>=} 0). (author). 6 refs, 1 fig.}
place = {IAEA}
year = {1991}
month = {Jul}
}