As promised I’m keeping and publicizing my statistics, as WordPress makes them out, the better I hope to understand what I do well and what the rest is. I’ve had a modest uptick in views from July — 341 to 367 — as well as in unique visitors — 156 to 175 — although this means my views-per-visitor count has dropped from 2.19 to 2.10. That’s still my third-highest views-per-visitor count since WordPress started revealing that data to us.
The most popular articles of the past month were:
- Reading the Comics, September 11, 2012 (which I suspect reflects the date turning up high in Google searches, though there are many comics mentioned in it so perhaps it just casts a wide net);
- Just Answer 1/e Whenever Anyone Asks This Kind Of Question (part of the thread on the chance of the 1902-built Leap-the-Dips roller coaster having any of its original boards remaining)
- Just How Far Is The End Of The World? (the start of a string based on seeing the Sleeping Bear Dunes)
- Why I Say 1/e About This Roller Coaster (back to the Leap-the-Dips question)
- Augustin-Louis Cauchy’s birthday (a little biographical post which drew some comments because Cauchy was at the center of a really interesting time in mathematics)
- Professor Ludwig von Drake Explains Numerical Mathematics (which isn’t one of the top-five pieces this month but is a comic strip, so enjoy)
The countries sending me the most readers were the United States (202), Canada (30), and Denmark (19). Sending me just one each were Argentina, Bangladesh, Estonia, Finland, the Netherlands, Portugal, Singapore, Sri Lanka, Taiwan, and Viet Nam. Argentina, Estonia, and the Netherlands did the same last month; clearly I’m holding steady. And my readership in Slovenia doubled from last month’s lone reader.
I also learn that the search terms bringing people to me have been, most often, “trapezoid”, “descartes and the fly”, “joseph nebus”, “nebus wordpress”, and “any number the price is right”. I’ve had more entries than I realized mention The Price Is Right and ought to try making them easier for search engines to locate. My trapezoid work meanwhile — on their area and the number of different kinds of trapezoids — remains popular.