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Hyperoperations and Related Studies
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10/17/2023, 06:54 AM Last Post: Natsugou |
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45 | 155,011 |
04/27/2008, 04:32 PM Last Post: bo198214 |
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Rational operators (a {t} b); a,b > e solved
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06/06/2011, 02:45 AM
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30 | 129,927 |
09/02/2016, 02:11 AM Last Post: tommy1729 |
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Generalized recursive operators
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11/23/2007, 06:42 AM
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39 | 118,125 |
04/04/2011, 11:52 PM Last Post: Stan |
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71 | 104,887 |
06/13/2022, 08:33 PM Last Post: JmsNxn |
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between addition and multiplication
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03/10/2011, 09:10 PM
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27 | 93,596 |
03/16/2011, 07:13 PM Last Post: lloyd |
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Functional super-iteration and hierarchy of functional hyper-iterations
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05/02/2009, 02:23 AM
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24 | 90,575 |
05/12/2009, 07:11 AM Last Post: bo198214 |
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Laws and Orders
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04/23/2008, 09:17 AM
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33 | 84,938 |
06/28/2022, 02:43 PM Last Post: tommy1729 |
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Bounded Analytic Hyper operators
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03/23/2015, 02:12 AM
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25 | 84,400 |
04/01/2015, 06:09 PM Last Post: MphLee |
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48 | 83,640 |
09/08/2022, 02:52 AM Last Post: JmsNxn |
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Zeration = inconsistant ?
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10/01/2014, 08:40 AM
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20 | 83,011 |
10/05/2014, 03:36 PM Last Post: MphLee |
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generalizing the problem of fractional analytic Ackermann functions
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11/13/2011, 11:33 PM
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17 | 69,830 |
11/24/2011, 01:18 AM Last Post: JmsNxn |
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Attempt to formally generalize log, exp functions to 3,4,5..(n,m) log exp
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06/01/2008, 01:54 PM
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21 | 66,056 |
04/15/2011, 07:29 AM Last Post: bo198214 |
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holomorphic binary operators over naturals; generalized hyper operators
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07/19/2012, 04:44 PM
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15 | 56,366 |
08/22/2016, 12:19 AM Last Post: JmsNxn |
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the distributive property
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09/25/2010, 12:05 AM
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17 | 55,577 |
06/06/2014, 12:09 PM Last Post: MphLee |
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Working from right to left.
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06/30/2009, 09:09 PM
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15 | 52,110 |
07/06/2009, 12:24 AM Last Post: nuninho1980 |
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Generalized arithmetic operator
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03/11/2014, 03:52 AM
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16 | 51,513 |
06/11/2014, 05:10 PM Last Post: hixidom |
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On the existence of rational operators
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12/14/2010, 01:41 AM
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12 | 44,697 |
03/19/2011, 05:36 PM Last Post: JmsNxn |
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A specific value of the Ackermann function
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10/16/2008, 11:43 PM
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12 | 42,135 |
11/02/2008, 02:47 PM Last Post: Finitist |
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[MO] Is there a tetration for infinite cardinalities? (Question in MO)
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11/30/2014, 10:37 AM
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10 | 42,130 |
12/28/2014, 10:22 PM Last Post: MphLee |
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