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单词
cantor ternary set
释义
Cantor ternary set
Cantor ternary set
[
′kän·tȯr ′tər·nə·rē ‚set
]
(mathematics)
A perfect, uncountable, totally disconnected subset of the real numbers having Lebesgue measure zero; it consists of all numbers between 0 and 1 (inclusive) with ternary representations containing no ones.
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increasing and decreasing functions
increasing by
increasing by leaps and bounds
increasing degrees of contraction
increasing failure rate
increasing failure rate average
increasing from
increasing function
increasing in
increasingly
increasing mean residual life
increasing monotonic
increasing operator
increasing opportunity cost
increasing radius search
increasing relative risk aversion
increasing requirements, law of
increasing returns to scale
increasing sequence
increate
increately
in creation
in creation?
incredibility
incredible
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更新时间:2025/3/23 18:04:33