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This course explores the concepts of dichotomy interlacement versus Hardy in definable ordinary differential equations (ODEs) within the context of Tame Geometry. The learning outcomes include understanding the interplay between these two concepts and their applications in the study of ODEs. The course teaches the skills of analyzing and solving ODEs using the dichotomy interlacement and Hardy techniques. The teaching method involves theoretical discussions and practical examples to illustrate the concepts. This course is intended for individuals interested in Tame Geometry, ODEs, and the interactions between O-minimal, complex analytic, and nonarchimedean methods.
