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单词 devil's staircase
释义 devil's staircase
A continuous function that has flat regions. If the flat regions, which by definition have a derivative of zero, are connected by regions with a nonzero derivative, the function is called an incomplete devil's staircase . If the derivative of the function is zero almost everywhere, the function is called a complete devil's staircase (sometimes called a singular continuous function ). If there are discontinuous jumps between the flat regions, the function is called a harmless staircase . A physical realization of a devil's staircase can occur in the Frenkel-Kontorowa model of atoms adsorbed on a periodic substrate
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更新时间:2025/6/23 6:33:39