HOW MANY ORDERS ARE THERE? MARTIN KOCHANSKI Abstract. The number of preferential arrangements of n labelled elements (also known as the ordered Bell numbers, and listed as sequence A000670 in - Orders of approximation - Document - PDFSEARCH.IO

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	HOW MANY ORDERS ARE THERE? MARTIN KOCHANSKI Abstract. The number of preferential arrangements of n labelled elements (also known as the ordered Bell numbers, and listed as sequence A000670 in Add to Reading List Document Date: 2007-05-10 17:58:53 Open Document File Size: 110,37 KB Share Result on Facebook Person MARTIN KOCHANSKI / / Position equality class Pm Pm / Prime Minister / / Product Pentax K-x Digital Camera / / URL http / SocialTag Constructible universe Bernoulli number Diophantine approximation Combinatorics Mathematics Number theory Integer sequences

HOW MANY ORDERS ARE THERE? MARTIN KOCHANSKI Abstract. The number of preferential arrangements of n labelled elements (also known as the ordered Bell numbers, and listed as sequence A000670 inAdd to Reading List