![]() ![]() General dumping area for queries that work (eventally!) For example, gcd(3 + 4, 21) works just as well as gcd, or even gcd (3 + 4) 21. See for details.Īlpha also understands common variations in mathematical syntax. Wolfram Alpha understands basic Mathematica syntax and function names. (ARTICLE JUST STARTED, PLEASE ADD WHATEVER YOU CAN) The general guides should give hints for most queries, and the domain specific guides should help with getting W|A to realise you're talking about that domain, and how it understands that domain. This is intended to be both a general and specific guide to getting W|A to do what you want, without having to try endless permutations. 3.1 General dumping area for queries that work (eventally!)Īn incomplete guide to making Wolfram Alpha do what you ask.1 An incomplete guide to making Wolfram Alpha do what you ask. ![]() Gcd(k,r) up to a given maximum value, return a list of candidate parameter These are organised into a series of algorithms that, for To achieve this we collect together existing theory,Īnd prove additional theoretical restrictions of both a combinatorial and group ![]() We obtain a classification of all linear spaces with this property The aim of this paper is to make that resultĮffective. Non-trivial linear spaces that admit a line-transitive, point-imprimitive groupĪction, for a given value of gcd(k,r), where k is the line size and r is the ![]() Download a PDF of the paper titled Linear spaces with a line-transitive point-imprimitive automorphism group and Fang-Li parameter gcd(k,r) at most eight, by Anton Betten and 5 other authors Download PDF Abstract: In 1991, Weidong Fang and Huiling Li proved that there are only finitely many ![]()
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