diff --git a/pages/AQ-open.html b/pages/AQ-open.html index 581a261..2a06089 100644 --- a/pages/AQ-open.html +++ b/pages/AQ-open.html @@ -368,7 +368,7 @@

Notes

Bergou, J., and Hillery, M., Introduction to the Theory of Quantum Information Processing, Springer (2013) ↩

  • -

    Manzanaro, D., AIP Advances 10, 025106 (2020) .pdf ↩

    +

    Manzano, D., AIP Advances 10, 025106 (2020) .pdf ↩

  • Pearle, P., Simple derivation of the Lindblad equation, Eur. J. Phys. 33, 805 (2012) ↩↩

    diff --git a/pages/PS-A_select.html b/pages/PS-A_select.html index b0c7cbf..492a8cc 100644 --- a/pages/PS-A_select.html +++ b/pages/PS-A_select.html @@ -394,7 +394,7 @@

    5

    and may conclude that the chemical potential vinishes with the temperature,

    $$ -\mu = T \ln\big(1 - \E^{2\pi n/T} \big), \quad n = N/L^2 +\mu = T \ln\big(1 - \E^{-2\pi n/T} \big), \quad n = N/L^2 $$

    and therefore, there is no transition to a condensate in two dimensions.