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	Science Forum Forum Index » Mathematics » Collatz Conjecture  Collatz Conjecture « View previous topic :: View next topic »  Author Message talanum1 Posted: Thu Jul 17, 2008 6:42 am    Post subject: Collatz Conjecture Forum Sophomore Joined: 28 Jul 2007 Posts: 103 Location: South Africa I proved the Collatz conjecture for 12 infinite subsets of the set of integers congruent to 2 (mod 6). A theorem states that this set determines the conjecture. It looks very likely that this would lead to a complete proof, though it may take much work (donkey work). Also discovered interesting digit regularities and sum of digits regularities of roots of isomorphic trunks. _________________ Found cross product of two vectors in >3D. Back to top talanum1 Posted: Wed Jul 23, 2008 5:19 am    Post subject: Forum Sophomore Joined: 28 Jul 2007 Posts: 103 Location: South Africa If there is a method to get the integers left out of the "limiting assymtopic density theorem @ Mathworld" that states that almost all integers have finite stopping time then the work will be much reduced. _________________ Found cross product of two vectors in >3D. Back to top Display posts from previous: All Posts1 Day7 Days2 Weeks1 Month3 Months6 Months1 Year Oldest FirstNewest First     Page 1 of 1 Science Forum Forum Index » Mathematics » Collatz Conjecture Jump to: Select a forum Natural Sciences----------------Astronomy & CosmologyBiologyChemistryEarth SciencesMathematicsPhysics People----------------Behavioral & Social SciencesHealth & MedicinePhilosophical DiscussionHistoryReligionPoliticsCriminology and Forensic Science General Technology----------------Computer ScienceElectronicsMilitary Technology Information Technology----------------Business & EconomicsEducationEngineering & Transportation International Issues----------------Environmental IssuesIn the News The Science Forum----------------General DiscussionIntroductionsScience-Fiction and Non-FictionExperimentationPseudoscienceLinksArt and Culture Site Administration----------------Site FeedbackTrash Can  You cannot post new topics in this forum You cannot reply to topics in this forum You cannot edit your posts in this forum You cannot delete your posts in this forum You cannot vote in polls in this forum
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