Abstractly refers to considering ideas or concepts without relating them to concrete examples or reality. Isomorphic means that two or more structures are similar in their form or relation, often used in mathematics and computer science to denote that graphs have a one-to-one correspondence between their structures. Graphs are mathematical structures used to model pairwise relations between objects.
In English, these terms are predominantly used in technical, mathematical, or computer science contexts. Their frequency of use is higher in written contexts, such as academic papers, textbooks, and research articles rather than in casual conversation.
En matemáticas, a menudo estudiamos gráficos isomorfos abstractamente para comprender sus propiedades subyacentes.
The concept of abstractly isomorphic graphs allows mathematicians to simplify complex relationships.
El concepto de gráficos isomorfos abstractamente permite a los matemáticos simplificar relaciones complejas.
Researchers were able to demonstrate that the two networks were abstractly isomorphic graphs, despite their differences in appearance.
While "abstractly isomorphic graphs" is not commonly found in idiomatic expressions, we can consider idiomatic expressions involving "abstract" and "graph" with a focus on their conceptual relations.
Cuando vemos el problema de forma abstracta, nos damos cuenta de que se reduce a un simple desafío de teoría de grafos.
In the tech industry, concepts often get lost in translation unless we graphically represent them.
En la industria tecnológica, los conceptos a menudo se pierden en la traducción a menos que los representemos gráficamente.
By deconstructing the theory, the students began to see the underlying graph structure abstractly.
This comprehensive overview provides an analytical understanding of the phrase "abstractly isomorphic graphs," including its meaning, usage, and context within the English language.