The term "consistent function" refers to a function in mathematics or computer science that maintains regularity in its output, remains stable under specific conditions, or adheres to defined patterns or rules. In mathematical terms, it often means that the function produces the same output for the same input, suggesting reliability and predictability.
In a broader context, "consistent function" can also refer to any kind of operation or activity that produces stable and predictable results, often discussed in fields such as programming, system performance, and analytics.
The phrase "consistent function" is common in academic and technical contexts, particularly within mathematics, physics, and computer science. It is utilized more in written contexts, such as textbooks, research papers, and technical documentation.
Функция программного обеспечения по обработке пользовательских данных была стабильной, что повысило удовлетворенность пользователей.
In calculus, a consistent function meets the criteria of continuity and differentiability, which makes it easier to analyze.
В математическом анализе стабильная функция соответствует критериям непрерывности и дифференцируемости, что облегчает ее анализ.
The consistent function of the marketing strategy led to a significant increase in customer engagement over the past year.
While "consistent function" does not directly appear in many idiomatic expressions, its components can be involved in broader idioms related to consistency and reliability. Here are some examples:
«Стабильно функционировать» — ключ к успеху в любой организации.
"A function of necessity" is often what drives innovation in the industry.
«Функция необходимости» часто является тем, что движет инновациями в отрасли.
"To have a consistent function" is crucial for the efficiency of any machinery.
«Иметь стабильную функцию» критически важно для эффективности любого оборудования.
"The function of loyalty" plays a significant role in maintaining customer relationships.
The word "consistent" originates from the Latin "consistens," which is the present participle of "consistere," meaning "to stand firm" or "to be settled." The term "function" comes from the Latin "functio," meaning "performance, execution."