Usage examples of "infix" in English with translation to Russian

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Infix notation: !x!(y == 3) Инфиксная нотация: !x!(y == 3)

Infix notation: x + y + 2 == z Инфиксная нотация: x + y + 2 == z

Infix notation: x == 2 & y <= 2 Инфиксная нотация: x == 2 & y <= 2

Infix notation: x != 0 -: y >= 0 Инфиксная нотация: x != 0 -: y >= 0

Should I use operators or infix notation when I write expression constraints? Нужно ли использовать операторы или инфиксную нотацию при написании ограничений выражений?

The examples in the following table show how to write an infix notation. Примеры в следующей таблице показывают запись в инфиксной нотации.

What operators and infix notations can I use when I write expression constraints? Какие операторы и инфиксные нотации можно использовать при написании ограничений выражений?

For the operators Min, Max, and Abs, you can't use an infix notation. Для операторов Min, Max и Abs использовать инфиксную нотацию нельзя.

You can write an expression constraint either by using the available prefix operators or by using infix notation. Вы можете писать ограничения выражений с помощью доступных префиксных операторов или с использованием инфиксной нотации.

In the examples in this first table, you can see how to write an expression by using either infix notation or operators. В примерах в первой таблице показано, как записать выражение с помощью инфиксной нотации или операторов.

The following tables list the operators and infix notations that you can use when you write an expression constraint for a component in a product configuration model. В следующей таблице перечислены операторы и инфиксные нотации, которые можно использовать при написании ограничений выражений для компонента модели конфигурации продукта.

Examples of word usage in different contexts are provided solely for linguistic purposes, i.e. to study word usage in a sentence in one language and how they can be translated into another. All samples are automatically collected from a variety of publicly available open sources using bilingual search technologies.
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