approximate sequence
[/əˈprɒksɪmət ˈsiːkwəns/]
nounpl: approximate sequences
sequência aproximada
1. In mathematics and functional analysis, a sequence of elements that converges to or approaches a given element in a topological space, often used in the context of Banach spaces and approximation theory.
The approximate sequence converges weakly to the limit function in the Hilbert space.
A sequência aproximada converge fracamente para a função limite no espaço de Hilbert.
2. A sequence used in numerical analysis to find increasingly accurate approximations to a solution of an equation or mathematical problem.
The approximate sequence generated by the iteration method provides better estimates with each step.
A sequência aproximada gerada pelo método de iteração fornece estimativas melhores a cada passo.
This is specialized mathematical terminology primarily used in academic and research contexts in both Brazil and English-speaking countries. It is not commonly used in everyday conversation and is confined to mathematics, engineering, and physics disciplines.
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