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can someone please give a hint. analytic-number-theory modular-forms share | cite | improve this question asked yesterday user user bronze badges $\endgroup$ add a comment | answer active oldest votes $egingroup$ since $r_\gamma$ is a fundamental region for $\gamma$, we have that $h = \gamma \cdot r_
phi(z)$, you can use that $\phi(z) = \phi(\gamma z) = \phi(z')$, where we are using that $\phi$ is invariant under $\gamma$. and thus $\phi$ being bounded on $r_\gamma$ shows that $\phi$ is bounded on $h$. share | cite | improve this answer answered hours ago davidlowryduda ♦davidlowryduda k gold badges...
https://math.stackexchange.com/questions/3493843/a-doubt-in-proof-related-to-estimating-order-of-magnitude-of-cn
number of balls withdrawn. calculate $p (x < )$, ie the probability that none of the numbers is greater than $ $. i would like to understand why doing $ ^ $ is incorrect. the answer is $ − ^ $. probability share | cite | improve this question edited hours ago helen asked hours ago helen helen bronze badges
example, this counts results like $( , , , )$ and $( , , , )$. to do this, we find the opposite of what we want (all four balls are greater than or equal to $ $), then subtract this from $ $. this yields: $$ - ( )^ $$ share | cite | improve this answer answered hours ago adriano adriano . k gold badges...
https://math.stackexchange.com/questions/3494523/calculate-p-x-3