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Two-dimensional phase transitions, I
Malte Henkel
Equipe 106, Institut Jean Lamour
mardi 28 février 2017 , 10h25
ETH Zurich (Suisse)

Beginning of a series of lectures on 2D phase transitions, with special emphasis on 2D conformal invariance. <br> <br> Lecture I: Historical introduction to critical phenomena ; 2D experiments <br> Lecture II: Widom scaling ; Correlators and scale-invariance ; conformal invariance <br> Lecture III: conformal invariance ; co-variant correlators <br> Lecture IV: Finite-size scaling & conformal invariance <br> Lecture V: The free boson ; the Virasoro algebra <br> Lecture VI: The Virasoro algebra : Kac formula and unitary minimal models ; Ising model <br> Lecture VII: Unitary minimal models ; Percolation and conformal invariance <br> Lecture VIII: Percolation and logarithmic conformal invariance ; Observations on stochastic processes and two-time observables <br><br>ici notes de cours I & II

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