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by implicit function theorem
изолированный корень
by the implicit function theorem
по теореме о неявной функции
(the first equation may be solved for y in terms of z: y=y (z))
by theorem
1
по теореме 1
(
by theorem 1
, this estimate is always valid
)
by virtue of Arzela's theorem
по теореме Арцела
достаточно доказать, что ...
expansion by binomial theorem
разложение по формуле бинома
generalizations to implicit function theorems have been given by Zehnder
3
обобщения теорем о неявных функциях
...
it is proved by a straight-forward adaptation of theorem
это доказывается непосредственным применением теоремы
it is proved by a straight-forward adaptation of Theorem 3.1
прямое приложение
the integral converges by the Lebesgue theorem
по теореме Лебега
the solution of the problem is summarized by three main theorems
полное решение проблемы собрано здесь в виде трёх основных теорем
the solution of the problem is summarized by three main theorems
решение проблемы состоит из трёх основных теорем
the theorem was first proved by
теорема была впервые доказана
this theorem has been generalized to higher dimensions by Weinstein
данная теорема была обобщена на случай высоких размерностей Вейнштейном в 1967 г
(1967)
we prove this theorem by induction on n
по индукции
we will simplify the proof of theorem slightly by working with the subspaces
мы упростим слегка доказательство теоремы, используя подпространства
we will simplify the proof of theorem slightly by working with the subspaces
мы слегка упростим доказательство теоремы, используя подпространства
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