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Asymptotics in the Complex Plane. Watson's lemma, Part 2
Asymptotics in the Complex Plane. Watson's lemma, Part 1
Asymptotics in the complex plane. Saddle Point Approximation. Non-homogeneous exponent. P4.
Asymptotics in the complex plane. Saddle Point Approximation. Non-homogeneous exponent. P3.
Asymptotitc in the complex plane. Saddle Point Approximation. Non-homogeneous exponent. P2.
Asymptotics in the complex plane. Saddle Point Approximation. Non-homogeneous exponent. P1.
Asymptotics in the complex plane. Saddle Point Approximation. Coalescent saddle and pole.
Asymptotitc in the complex plane. Saddle Point Approximation. Higher order saddles
Asymptotitc in the complex plane. Saddle Point Approximation. Endpoints contribution. Part 2.
Asymptotitc in the complex plane. Saddle Point Approximation. Endpoints contribution. Part 1.
Asymptotics in the complex plane. Relativistic particle in a corner Part 1.
Asymptotics in the complex plane. Asymptotics of Legendre polynomials.
Asymptotics in the complex plane. Relativistic particle in a corner. Part 2
Asymptotics in a complex plane. Saddle Point Approximation. Part 3.
Asymptotics i the complex plane. Saddle Point Approximation, Part 2
Asymptotics in the complex plane. Saddle point approximation. First assault
Asymptotics in the complex plane. Solving differential equation with contour integral. Example 2.P2.
Asymptotics in the complex plane. Solving differential equation with contour integral. Example 2.P1.
Asymptotics in the complex plane. Solving differential equation with contour integral. Example 1.
Asymptotics in the complex plane. Application of Eulers digamma function. Part 2.
Asymptotics in the complex plane. Solving differential equation with contour integral. P2.
Asymptotics in the complex plane. Solving differential equation with contour integral. P1.
Asymptotics in the complex plane. Solving differential equation with contour integral. P3.
Asymptotics in the complex plane. Application of Eulers digamma function, Part 1.
Asymptotics in a complex plane. Digamma function properties and asymptotics Part 2.
Asymptotics i the complex plane. Digamma function properties and asymptotics, Part 1
Asymptotics in a complex plane. Hankel representation of the Gamma-function.
Asymptotics in the complex plane. Computation of infinite products/example I.