univalent background

univalent

/juːˈnɪvələnt/

Illustration univalent - Image 1

noun

Cromosoma univalente

Any univalent chromosome.

Examples :

"During the cell division process of meiosis, if a pair of chromosomes fails to match up properly, the single, unpaired chromosome is called a univalent. "

Durante el proceso de división celular de la meiosis, si un par de cromosomas no se empareja correctamente, el cromosoma único y no emparejado se llama cromosoma univalente.

biology anatomy

Illustration univalent - Image 1

adjective

Univalente

Having an atomic valence of 1, or having only one valence.

Examples :

"The student's understanding of the chemical element was strong; she knew that hydrogen is a univalent atom. "

La comprensión del estudiante sobre el elemento químico era sólida; ella sabía que el hidrógeno es un átomo univalente.

chemistry science

Illustration univalent - Image 1

adjective

Monovalente

Having a vaccine valence of 1.

Examples :

"The doctor recommended a univalent influenza vaccine this year, meaning it only protects against one specific strain of the flu virus. "

El médico recomendó una vacuna monovalente contra la influenza este año, lo que significa que solo protege contra una cepa específica del virus de la gripe.

Illustration univalent - Image 1

adjective

Univalente

Of, or relating to, a chromosome that is not paired with its homologous chromosome during synapsis.

Examples :

"During meiosis, if a chromosome fails to find its pair, it exists as a univalent chromosome, unpaired and alone within the cell. "

Durante la meiosis, si un cromosoma no encuentra su par, existe como un cromosoma univalente, no emparejado y solo dentro de la célula.

biology medicine organism

Illustration univalent - Image 1

adjective

Inyectiva

(of a (holomorphic) function) (Holomorphic and) injective.

Examples :

"Because the function f(x) = x + 2 maps each student's ID number to a unique seat in the classroom, we can say that f(x) is a univalent function in this particular context. "

Debido a que la función f(x) = x + 2 asigna el número de identificación de cada estudiante a un asiento único en el aula, podemos decir que f(x) es una función inyectiva en este contexto particular.