Generalized recursive operators

Thread Rating:

Thread Modes

Generalized recursive operators

andydude $Offline$
Long Time Fellow

Posts: 509
Threads: 44
Joined: Aug 2007

11/30/2007, 06:12 PM

I actually made a few errors in that code. HyLog is wrong for two values.

Code:
HyLog[2][x, z] == z/x but Divide[x, z] == x/z and

HyLog[1][x, z] == z - x but Subtract[x, z] == x - z

Sorry about that.

Andrew Robbins

« Next Oldest | Next Newest »

Messages In This Thread

RE: Generalized recursive operators - by andydude - 11/30/2007, 06:12 PM

Possibly Related Threads...
Thread		Author	Replies	Views	Last Post
	Where is the proof of a generalized integral for integer heights?	Chenjesu	2	477	03/03/2019, 08:55 AM Last Post: Chenjesu
	Hyper operators in computability theory	JmsNxn	5	3,156	02/15/2017, 10:07 PM Last Post: MphLee
	Recursive formula generating bounded hyper-operators	JmsNxn	0	1,261	01/17/2017, 05:10 AM Last Post: JmsNxn
	Rational operators (a {t} b); a,b > e solved	JmsNxn	30	33,846	09/02/2016, 02:11 AM Last Post: tommy1729
	holomorphic binary operators over naturals; generalized hyper operators	JmsNxn	15	14,660	08/22/2016, 12:19 AM Last Post: JmsNxn
	The bounded analytic semiHyper-operators	JmsNxn	2	3,136	05/27/2016, 04:03 AM Last Post: JmsNxn
	Bounded Analytic Hyper operators	JmsNxn	25	17,145	04/01/2015, 06:09 PM Last Post: MphLee
	Generalized arithmetic operator	hixidom	16	11,710	06/11/2014, 05:10 PM Last Post: hixidom
	Incredible reduction for Hyper operators	JmsNxn	0	2,041	02/13/2014, 06:20 PM Last Post: JmsNxn
	Generalized Bieberbach conjectures ?	tommy1729	0	1,526	08/12/2013, 08:11 PM Last Post: tommy1729

Users browsing this thread: 1 Guest(s)