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Corrigendum on T. Kumagai, Random Walks on Disordered Media and their Scaling Limits.

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Corrigendum on T. Kumagai,

Random Walks on Disordered Media and their Scaling Limits.

Lect. Notes in Math. 2101, ´Ecole d’´Et´e de Probabilit´es de Saint-Flour XL–2010. Springer, New York, (2014)

.

January 27, 2016

1. page 57, line (-10): 2n 1 R <2n ! 2nR <2n+1. 2. page 57, line (-8): Re↵s(0,{an, bn}) ! Re↵(0,{an, bn}).

3. page 80, line (-13): on IIC converges ! on IIC of the random tree converges

4. page 81, Theorem 7.1.4 (i) (a), (b): Px0,y0 ! Px,y

5. page 133, line 3, 6: Meyer’s inequality ! the Meyers inequality 6. page 146, line 4 (right column): Meyer’s inequality ! Meyers’ in-

equality

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