The term "embedded interval" refers to a specific range of values that is situated within another larger interval. This concept is often used in mathematics, statistics, and computer science to denote a subset of values that maintain a relative position within a broader set. In general discourse, the term is less common but can be found in specialized contexts.
"Embedded interval" is a technical term that is more commonly used in written contexts, particularly in academic and scientific literature, rather than in everyday spoken language.
The embedded interval of the dataset showed significant variation during the experiment.
El intervalo embebido del conjunto de datos mostró una variación significativa durante el experimento.
When analyzing the functions, we focused on the embedded interval that contained the critical points.
Al analizar las funciones, nos centramos en el intervalo embebido que contenía los puntos críticos.
The model's predictions were most accurate within the embedded interval established by the preliminary data.
Las predicciones del modelo fueron más precisas dentro del intervalo embebido establecido por los datos preliminares.
While "embedded interval" itself is not intrinsically part of conventional idiomatic expressions in English, the concept of an "interval" can be associated with several mathematical or contextual phrases. Below are a few idiomatic expressions that involve 'intervals' and can relate to "embedded interval" in a broader sense:
To be in the interval
In statistics, a significant result is expected to lie in the interval where data overlaps.
En estadística, se espera que un resultado significativo se encuentre en el intervalo donde se superponen los datos.
Break the interval
When faced with long processes, it is crucial to break the interval to enhance focus.
Cuando se enfrenta a procesos largos, es crucial romper el intervalo para mejorar la concentración.
Time interval
The time interval between the two events was shorter than we anticipated.
El intervalo de tiempo entre los dos eventos fue más corto de lo que anticipábamos.
Continuous interval
Taking samples from a continuous interval helps ensure the data’s reliability.
Tomar muestras de un intervalo continuo ayuda a garantizar la confiabilidad de los datos.
Measurement interval
Adjusting the measurement interval can lead to more accurate results.
Ajustar el intervalo de medición puede conducir a resultados más precisos.
The term "embedded" derives from the Old English "embeddan," meaning to place within or to fix in, while "interval" comes from the Latin "intervallum," which means a space between or a break. Together, they describe the idea of an interval that is contained within another structure.