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Название: Asymptotic estimation of oscillating functions using an interval calculus
Автор: Shakell J.
Аннотация:
We consider the problem of estimating the asymptotic growth of functions defined by expressions involving exponentials, logarithms, algebraic operations and also sine functions. Modulo the assumption that zero-equivalence can be decided on the set of constant terms, an algorithm exists for me case when there are no trigonometric functions in the expression.