Errata for "Subconvex bounds for automorphic L-functions and applications",
https://users.renyi.hu/~gharcos/ertekezes.pdf

Page 2, Line -19: $\ll_\eps$ should be $\ll_{\eps,\mu_f}$

Page 7, Line 2: $d$ should be $d_\mathcal{O}$

Page 7, Line -12: In the case of d>0, formula (1.12) requires an additional sign condition 
due to the assumption on infinity types in the beginning of Section 4 in [Po06] 
(appearing later as Assumption 4.2.5). If J denotes the class of (sqrt{d}) in H_d, 
then the condition is that psi(J) should be +1 (resp. -1) when g is even (resp. odd). 
If this condition fails, then the left hand side of (1.12) vanishes automatically, 
while the right hand side of (1.12) can be non-vanishing. This correction was kindly 
communicated to me by Alexandru Popa.

Page 12, Lines 14 to 17: $\psi$ should be $\chi$

Page 13, Line -1: $\phi$ should be $\varphi$

Page 16, Line -14: $\Psi$ should be $2\Psi$

Page 16, Lines -12 to -10: In (2.33) and (2.34), the denominator 4 should be deleted.

Page 17, Line 10: $\Psi$ should be $2\Psi$

Page 17, Line 14: $\Psi$ should be $2\Psi$

Page 17, Lines -15 to -14: $\Psi$ should be $2\Psi$

Page 17, Lines -8 to -4: In (2.35) and (2.36), $2^{2s}$ should be $2^{2s-1}$.

Page 18, Line 14: In the formula for $J^+_g(x)$, the numerator $\pi$ should be $-\pi$.
In the formula for $J^-_g(x)$, the factor $-4i$ should be $4$. These corrections were 
found by Zhi Qi, see (1.9) in the preprint http://arxiv.org/abs/1408.5652 .

Page 18, Line -5: The first occurrence of $2\pi^{s-1}$ should be $\pi^{s-1}$.

Page 19, Line -8: [Mi04, Lemma 2.3] should be [Mi04, Proposition 2.3]

Page 65, Line -8: $17+2B+4\theta$ should be $17+2B+12\theta$

Page 80, Line 5: $(Y/X)^4$ should be $(Y/X)^{(B+2)/2}$

Page 80, Line -4: $(Y/X)^{B/4}$ should be $(Y/X)^{(B+2)/2}$

[ELMV11] and [Li11]: "Annals" should be "Ann."