On exponential asymptotics of ring Q-homeomorphisms at infinity
摘要
The paper investigates the asymptotic behavior at infinity of ring Q-homeomorphisms with respect to the p-modulus for p > 2 on the complex plane. A sufficient condition for the mean integral value of the function Q under which the mapping has an exponential growth at infinity has been found. An example has been constructed that shows the accuracy of the obtained results.