August 6, 2024

Bunnings NPC Predictions for Week 1

Team Ratings for Week 1

The basic method is described on my Department home page.
Here are the team ratings prior to this week’s games, along with the ratings at the start of the season.

Current Rating Rating at Season Start Difference
Wellington 10.63 10.63 -0.00
Hawke’s Bay 6.09 6.09 -0.00
Canterbury 6.01 6.01 -0.00
Waikato 5.30 5.30 -0.00
Taranaki 5.21 5.21 -0.00
Bay of Plenty 3.52 3.52 -0.00
North Harbour 3.06 3.06 -0.00
Auckland 3.00 3.00 -0.00
Tasman 2.17 2.17 0.00
Otago -3.26 -3.26 -0.00
Northland -4.29 -4.29 -0.00
Counties Manukau -5.22 -5.22 -0.00
Southland -10.05 -10.05 -0.00
Manawatu -18.73 -18.73 -0.00

 

Predictions for Week 1

Here are the predictions for Week 1. The prediction is my estimated expected points difference with a positive margin being a win to the home team, and a negative margin a win to the away team.

Game Date Winner Prediction
1 Taranaki vs. Counties Manukau Aug 09 Taranaki 13.40
2 Auckland vs. Wellington Aug 09 Wellington -4.60
3 Canterbury vs. Northland Aug 10 Canterbury 13.30
4 Southland vs. Otago Aug 10 Otago -3.80
5 Waikato vs. Bay of Plenty Aug 10 Waikato 4.80
6 North Harbour vs. Hawke’s Bay Aug 11 Hawke’s Bay -0.00
7 Manawatu vs. Tasman Aug 11 Tasman -17.90
8 Bay of Plenty vs. Counties Manukau Aug 14 Bay of Plenty 11.70

 

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David Scott obtained a BA and PhD from the Australian National University and then commenced his university teaching career at La Trobe University in 1972. He has taught at La Trobe University, the University of Sheffield, Bond University and Colorado State University, joining the University of Auckland, based at Tamaki Campus, in mid-1995. He has been Head of Department at La Trobe University, Acting Dean and Associate Dean (Academic) at Bond University, and Associate Director of the Centre for Quality Management and Data Analysis at Bond University with responsibility for Short Courses. He was Head of the Department of Statistics in 2000, and is a past President of the New Zealand Statistical Assocation. See all posts by David Scott »