Barry, Paul (2003) Triangle Geometry and Jacobsthal Numbers. Irish Mathematical Society Bulletin, 51. pp. 4557.

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Official URL: http://www.maths.tcd.ie/pub/ims/bull51/
Abstract
The convergence properties of certain triangle centres on the Euler line of an arbitrary triangle are studied. Properties of the Jacobsthal numbers, which appear in this process, are examined, and a new formula is given. A Jacobsthal decomposition of Pascal’s triangle is presented.
Item Type:  Article 

Departments or Groups:  *NONE OF THESE* 
Divisions:  School of Science > Department of Computing, Maths and Physics 
Depositing User:  Paul Barry 
Date Deposited:  06 May 2007 23:22 
Last Modified:  22 Aug 2016 10:25 
URI:  http://repository.wit.ie/id/eprint/316 
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