John Quiggin has another post on the right wing attack on science, this time describing the Australian front. Chris Mooney has great article in the The American Prospect about James Inhofe’s part in the attack on science.

graph of temperature vs number of weather stations And Iain Murray is at it again. He has a post where he refers to graph on the left, saying that it is one of the most important elements in the debate, and writing:

“The fact that the ten hottest years happened since 1991 may well be an artifact of the collapse in the number of weather monitoring stations contributing to the global temperature calculations following the fall of communism (see graph).”
As I’ve said before, I’m reluctant to comment on global warming because many others are better informed on the matter, but in the case of Murray’s graph, helps me. Even though I’m not an expert, it took me all of ten seconds to think of way to test to see if the increase was an artifact of the change in the weather stations reporting. All you have to is produce another graph of average temperature just using the weather stations that have data for the whole period. If this graph shows a similar increase, then Murray’s suggestion is proven false. If it doesn’t show an increase, then Murray’s suggestion is proven true. And if you have the data to produce this graph, then you have the data to produce the graph that tests his suggestion.

There are three possibilities:

  1. Murray didn’t think of this really obvious test. In this case he isn’t competent to write about global warming.
  2. The test was done and Murray knows that it showed that his suggestion was false. In this case it would not be honest for him to present his suggestion the way he did.
  3. The test was done and Murray knows that it showed that his suggestion was true. If this was this case, why wouldn’t he say so?

Update: In comments, Christopher Enckell provides the source of the graph Murray showed: a paper by Ross McKitrick. McKitrick writes:

Figure 3 shows the total number of stations in the GHCN and the raw (arithmetic) average of temperatures for those stations. Notice that at the same time as the number of stations takes a dive (around 1990) the average temperature (red bars) jumps. This is due, at least in part, to the disproportionate loss of stations in remote and rural locations, as opposed to places like airports and urban areas where it gets warmer over time because of the build-up of the urban environment. This poses a problem for users of the data. Someone has to come up with an algorithm for deciding how much of the change in average temperature post-1990 is due to an actual change in the climate and how much is due to the change in the sample. When we hear over and over about records being set after 1990 in observed global temperatures this might mean the climate has changed, or it means an inadequate adjustment is being used, and there is no formal way to decide between these.

I’m stunned. As I wrote above, it took me ten seconds to think of way to test if the increase was due to a change in the sample and McKitrick writes that “there is no formal way to decide”. It would appear that my possibility 1 applies to both Murray and McKitrick.