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Re: history question (2)



Do the removals of the > 1 sigma? from the regression indicate that war directs
research????

bc

P.s what happened during the odd years?

Brian Whatcott wrote:

At 08:53 PM 11/29/01, I wrote this in response to Larry's question:

When did physics stop getting called natural philosophy and start getting
called physics?

Thanks,
Larry


I took an impromptu poll of text book titles containing "Natural Philosophy"
for each even year of publication in a library catalog between 1850 and
1818 inclusive.

Here they are: (1850)
3,1,3,3,2,1,1,2,1,0,1,3,0,1,1,1,8,3,3,1,1,0,2,1,0,2,0,1,0,1,2,0,0,0,0 (1918)

I did not fit them to a regression - by eye there is no great fall off
before WWI, at least not at the Bodleian (Oxen) pre 1920 catalog. Then
again, I didn't count the titles containing the competitive word "physics"
either, as a control.

Today I followed up with a count of "Physics" titles at the same library.
This result was more interesting.
The count is fairly fitted by an exponential growth which doubles every
sixteen years from a level of 1 title per annum in 1850 to the onset of
WWI - 16 titles per year. I removed from the regression the
declining figures for 1914 = 11 titles, 1916 = 7 titles, 1918 = 4 titles.

One could conclude without straining the facts, that a field became visible
in 1850 and showed the onset of a logistic curve type growth of the kind
you would expect of a new field which carried 'Physics' in the title of
relevant texts. Of course, there were physics titles well before that point.
The model is
physics book annual publication rate = EXP[ 0.0443 (Year number -
1850)] (to WWI)

This confirms Joe Bellina's proposal rather well. As to the older label, I
noticed that the UAberdeen's Web site explains that it is the Scottish
custom to refer to Physics still, as Natural Philosophy.

Brian W

The NLREG input file is shown below.

Title "Exp rise in physics titles - Bodleian";
Variable Year; // Year for new titles
Variable Newcases; // Total new titles this year
Parameter b=0.01;
constant baseyear=1850;
Function newcases = exp(b*(year-baseyear));
Plot Domain=1850, 1918, residual;
nplot;
rplot;
Data;
1850 0
1852 1
1854 1
1856 2
1858 0
1860 1
1862 0
1864 4
1866 1
1868 1
1870 3
1872 3
1874 1
1876 3
1878 4
1880 3
1882 6
1884 7
1886 3
1888 6
1890 5
1892 6
1894 5
1896 10
1898 8
1900 7
1902 14
1904 6
1906 19
1908 10
1910 13
1912 16

~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~

Brian Whatcott
Altus OK Eureka!