maplesyrup Posted July 23, 2004 Report Posted July 23, 2004 What the Election Tells Us About the Strength of Political Party Brands? I read what appeared on the surface to be an interesting analysis of the recent election results, but then something started to gnaw away at me, and now I am beginning to have some reservations. I seem to be having some difficulty pinpointing my concerns. Suggestion: First of all try the math - check the figures in the chart. Do they all jive for you? Quote An education isn't how much you have committed to memory, or even how much you know. It's being able to differentiate between what you do know and what you don't. Anatole France
maplesyrup Posted July 24, 2004 Author Report Posted July 24, 2004 First of all, do the 2nd Place Finishers add up to the correct total? Quote An education isn't how much you have committed to memory, or even how much you know. It's being able to differentiate between what you do know and what you don't. Anatole France
kimmy Posted July 24, 2004 Report Posted July 24, 2004 That's one problem. As well, as far as I can figure out their Competitiveness % is calcluated by dividing the "<3k" column by the "2nd place finishes" column ... which should give the NDP a Competitiveness % of not 20%, but a whopping 37%, far better than the other national parties. And I think the value of any calculation that concludes the NDP is Canada's most competitive political party is dubious to say the least. -kimmy Quote (╯°□°)╯︵ ┻━┻ Friendly forum facilitator! ┬──┬◡ノ(° -°ノ)
maplesyrup Posted July 24, 2004 Author Report Posted July 24, 2004 Well, initially it was Le BQ at 33%. But you have come with the same figures I did, and it kind of skewers a lot of his analytical comments. So are you saying that his analysis is not valid, or just that is not valid because it shows promising results for the New Democrats? Quote An education isn't how much you have committed to memory, or even how much you know. It's being able to differentiate between what you do know and what you don't. Anatole France
kimmy Posted July 24, 2004 Report Posted July 24, 2004 Well, initially it was Le BQ at 33%. But you have come with the same figures I did, and it kind of skewers a lot of his analytical comments. So are you saying that his analysis is not valid, or just that is not valid because it shows promising results for the New Democrats? I just glanced over the analysis-- it seemed to me that his analysis had little to do with the Competitiveness statistic he invented. I'm saying that I think he invented a statistic that is pretty much meaningless, and as an example I cite the strong rating it gives the NDP. I think that even Jack Layton himself would concede that the NDP was not the most competitive party in the last election, don't you? I think the whole premise that dividing the # of close 2nd place finishes by the total # of 2nd place finishes is very hoaky. Suppose that some party, say the Rhinoceros Party finished dead last in every riding except for 1 riding, where they had a close 2nd place finish. So, they had 1 close second place finish out of 1 total second place finish... that would give... a 100% competitiveness rating! Wow! Even though they finished dead last in 307 out of 308 ridings! I think this example highlights where this guy's thinking falls flat: it doesn't take into account the total number of ridings. It also doesn't take into account the number of victories (which are probably a better measure of a party's strength than close 2nd place finishes, I would think. ) What if we try a difference calculation: -Victory = 3 points -Close 2nd place finish = 2 points -Non-close 2nd place finish = 1 point -3rd place finishes or worse = no points. Total # of points available = 3*308 = 924 (except for the BQ, which only ran in 75 ridings, so 3*75=225 points) Using the numbers from his chart (which we already know don't add up, but I'm not going to go find the real numbers...) Liberal: 3*135 = 405 2*38 = 76 1*109 = 109 (ie, 147 2nd place finishes minus 38 that were close = 109 that weren't close.) total: 590/924 = 63.9% Conservative 3*99 = 297 2*16 = 32 1*79 = 79 total: 408/924 = 44.2% NDP 3*19 = 57 2*19 = 38 1*32 = 32 total: 127/924 = 13.7% Bloc 3*54 = 162 2*21 = 42 1*0 = 0 total: 204/225 = 90.7% in Quebec. I don't know if these calculations are very meaningful either, but I do think my idea makes a lot more sense than his! My calculation includes victories, which are kind of important. My calculation also includes the total # of attempts, his just counts just the # of 2nd place finishes that weren't close. -kimmy Quote (╯°□°)╯︵ ┻━┻ Friendly forum facilitator! ┬──┬◡ノ(° -°ノ)
maplesyrup Posted July 24, 2004 Author Report Posted July 24, 2004 Kimmy.....good work. It looks like the author has about as much credibility in my eyes, as some of the polling companies such as Ipsos-Reid. Those chart miscalculations means that substantial portions of his written analysis leave a lot to be desired. Quote An education isn't how much you have committed to memory, or even how much you know. It's being able to differentiate between what you do know and what you don't. Anatole France
maplesyrup Posted July 24, 2004 Author Report Posted July 24, 2004 Now what can we assume about the author? My impression is that he is a Liberal supporter as his written analysis shows a bias towards the Liberals. Was he trying to be scientific, and just made honest mistakes like Ipsos-Reid supposedly did in their election polling for example, when they showed the New Democrats at 14% in BC? Or, did the author more likely, in my opinion, already have a conclusion in mind, when he began his research, and was just looking for stats to support his biased propaganda. Quote An education isn't how much you have committed to memory, or even how much you know. It's being able to differentiate between what you do know and what you don't. Anatole France
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