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<h3 class="carousel-title">葛立恒数</h3> | |||
<p class="carousel-desc">一个组合数学问题的较为宽松易懂的上界。它也是大数领域中最著名的数之一。</p> | |||
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<h3 class="carousel-title">BMS</h3> | |||
<p class="carousel-desc">目前已被证明良序的最强的序数记号。</p> | |||
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<h3 class="carousel-title">OCF</h3> | |||
<p class="carousel-desc">一种将非常大的序数映射为较小的递归序数的函数。</p> | |||
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2025年7月15日 (二) 15:33的版本
Googology Wiki
Mapping the Universe of Monumental Numbers.
数据统计
Googology Wiki 欢迎你的编辑!
<svg class="icon" viewBox="0 0 24 24"> <path fill="white" d="M12,17.27L18.18,21L16.54,13.97L22,9.24L14.81,8.62L12,2L9.19,8.62L2,9.24L7.45,13.97L5.82,21L12,17.27Z" /> </svg> 精选页面
<img src="http://47.97.198.134:443/wiki/images/8/86/BMS.png" alt="精选页面" class="carousel-img">
BMS
目前已被证明良序的最强的序数记号。
<img src="http://47.97.198.134:443/wiki/images/8/87/OCF.png" alt="精选页面" class="carousel-img">
OCF
一种将非常大的序数映射为较小的递归序数的函数。
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