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Subject: vertices should have angle bounded away from flat math. Пожалуйста, помогите перевести предложения, где встречается angle bounded away from flat. Речь идет о разновидности симплекс-метода.Вот отрывок:While the proofs of Theorems 2.1 and 2.2 are quite involved, we can provide the reader with this intuition for Theorem 2.1: after perturbation, most of the vertices of the polytope defined by the linear program have an angle bounded away from flat. This statement is not completely precise because "most" should be interpreted under a measure related to the chance a vertex appears in the shadow, as opposed to counting the number of vertices. Also, there are many ways of measuring high-dimensional angles, and different approaches are used in different parts of the proof. However, this intuitive statement tells us that most vertices on the shadow polygon should have angle bounded away from flat, which means that there cannot be too many of them.
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