V2EX logarithmic time

Logarithmic Time

释义 Definition

对数时间:指算法的运行时间随输入规模 \(n\) 增长得很慢,通常记为 \(O(\log n)\)。常见于每次操作都能把问题规模“减半/按比例缩小”的过程(如二分查找、平衡二叉搜索树的查找/插入)。

发音 Pronunciation (IPA)

/lrmk tam/

例句 Examples

Binary search runs in logarithmic time on a sorted array.
二分查找在有序数组上以对数时间运行。

Because the tree stays balanced, each lookup takes logarithmic time even as the dataset grows to millions of records.
由于树保持平衡,即使数据增长到数百万条记录,每次查找仍只需要对数时间。

词源 Etymology

logarithmic 来自 logarithm(对数),而 logarithm 源于希腊语成分:logos(比例、计算)+ arithmos(数)。在计算机科学中,“logarithmic time” 用来强调:复杂度随规模增长呈“对数级”,增长速度远慢于线性时间。

相关词 Related Words

文学与作品 Literary Works

  • Introduction to Algorithms(Cormen, Leiserson, Rivest, Stein,《算法导论》)中广泛使用 “logarithmic time” 描述二分查找、堆、平衡树等操作的复杂度。
  • The Art of Computer Programming(Donald E. Knuth,《计算机程序设计艺术》)在讨论算法分析与增长阶时涉及对数级时间/对数项。
  • Algorithms(Robert Sedgewick & Kevin Wayne,《算法》)中常用该术语讲解查找、排序与符号表操作的效率。
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