• 0 Vote(s) - 0 Average
• 1
• 2
• 3
• 4
• 5
 Generalized recursive operators GFR Member Posts: 174 Threads: 4 Joined: Aug 2007 03/11/2008, 10:24 AM Mmmm! I think that we should have: [n -> + oo] lim (b[n](-k)) = -k + 1. In all other situations, b[n](-k) would depend on both n and k. Am I right ? But, perhaps I misunderstood the question. « Next Oldest | Next Newest »

 Messages In This Thread Generalized recursive operators - by Whiteknox - 11/23/2007, 06:42 AM RE: Generalized recursive operators - by bo198214 - 11/23/2007, 08:41 AM RE: Generalized recursive operators - by Whiteknox - 11/23/2007, 03:57 PM RE: Generalized recursive operators - by andydude - 11/25/2007, 01:02 AM RE: Generalized recursive operators - by andydude - 11/29/2007, 04:45 AM RE: Generalized recursive operators - by andydude - 11/29/2007, 05:55 AM RE: Generalized recursive operators - by andydude - 11/29/2007, 06:20 AM RE: Generalized recursive operators - by Gottfried - 11/29/2007, 08:14 AM RE: Generalized recursive operators - by andydude - 11/30/2007, 06:12 PM RE: Generalized recursive operators - by andydude - 11/30/2007, 09:18 PM RE: Generalized recursive operators - by bo198214 - 03/07/2008, 06:58 PM RE: Generalized recursive operators - by Ivars - 02/02/2008, 10:11 PM RE: Generalized recursive operators - by Whiteknox - 12/01/2007, 04:59 AM RE: Generalized recursive operators - by Ivars - 02/03/2008, 10:41 AM RE: Generalized recursive operators - by andydude - 02/11/2008, 09:47 PM RE: Generalized recursive operators - by Ivars - 02/14/2008, 06:05 PM RE: Generalized recursive operators - by GFR - 02/03/2008, 04:12 PM RE: Generalized recursive operators - by Ivars - 02/03/2008, 08:48 PM RE: Generalized recursive operators - by GFR - 02/06/2008, 02:44 PM RE: Generalized recursive operators - by Ivars - 02/06/2008, 02:56 PM RE: Generalized recursive operators - by Ivars - 02/06/2008, 03:43 PM RE: Generalized recursive operators - by GFR - 03/10/2008, 09:53 PM RE: Generalized recursive operators - by GFR - 03/11/2008, 10:24 AM RE: Generalized recursive operators - by bo198214 - 03/11/2008, 10:53 AM RE: Generalized recursive operators - by GFR - 03/12/2008, 12:13 AM RE: Generalized recursive operators - by GFR - 03/13/2008, 06:41 PM RE: Generalized recursive operators - by Stan - 04/04/2011, 11:52 PM

 Possibly Related Threads... Thread Author Replies Views Last Post Where is the proof of a generalized integral for integer heights? Chenjesu 2 1,394 03/03/2019, 08:55 AM Last Post: Chenjesu Hyper operators in computability theory JmsNxn 5 4,751 02/15/2017, 10:07 PM Last Post: MphLee Recursive formula generating bounded hyper-operators JmsNxn 0 1,723 01/17/2017, 05:10 AM Last Post: JmsNxn Rational operators (a {t} b); a,b > e solved JmsNxn 30 43,167 09/02/2016, 02:11 AM Last Post: tommy1729 holomorphic binary operators over naturals; generalized hyper operators JmsNxn 15 17,925 08/22/2016, 12:19 AM Last Post: JmsNxn The bounded analytic semiHyper-operators JmsNxn 2 3,982 05/27/2016, 04:03 AM Last Post: JmsNxn Bounded Analytic Hyper operators JmsNxn 25 22,556 04/01/2015, 06:09 PM Last Post: MphLee Generalized arithmetic operator hixidom 16 14,743 06/11/2014, 05:10 PM Last Post: hixidom Incredible reduction for Hyper operators JmsNxn 0 2,464 02/13/2014, 06:20 PM Last Post: JmsNxn Generalized Bieberbach conjectures ? tommy1729 0 1,884 08/12/2013, 08:11 PM Last Post: tommy1729

Users browsing this thread: 1 Guest(s)