Integral representations for products of Airy functions ¶Part 3. Quartic products
- 99 Downloads
Integral representations are obtained for some quartic products of the Airy functions Ai(z) and Bi(z). These integral representations are particularly useful in obtaining the constants which appear in the asymptotic expansions of their integrals. Some of these results are also relevant to the connection problem for the second Painlevé transcendent.
Unable to display preview. Download preview PDF.