As today's final (?) contribution to dude science, we take a look at the relative frequency of dude as spelled with different numbers of u's, advancing an area of inquiry pioneered here.
Here's the table (as of yesterday morning's Google counts):
u count |
Spelling |
WhG |
1 | dude | 7,460,000 |
2 | duude | 5,130 |
3 | duuude | 11,200 |
4 | duuuude | 10,100 |
5 | duuuuude | 6,370 |
6 | duuuuuude | 3,980 |
7 | duuuuuuude | 4,450 |
8 | duuuuuuuude | 3,280 |
9 | duuuuuuuuude | 2,220 |
10 | duuuuuuuuuude | 1,770 |
11 | duuuuuuuuuuude | 1,340 |
12 | duuuuuuuuuuuude | 1,150 |
13 | duuuuuuuuuuuuude | 1,080 |
14 | duuuuuuuuuuuuuude | 550 |
15 | duuuuuuuuuuuuuuude | 400 |
16 | duuuuuuuuuuuuuuuude | 336 |
I'll spare you the spectral analysis of the apparent resonance near <7 u>.
Mindful of the broader vistas of linguistic science, I'll end with two-dimensional table of variant spellings of wassup: thus the entry of 465 in row 3, column 2 means that "wasssuup" (with 3 s's and 2 u's) got 465 hits.
1 u | 2 u | 3 u | 4 u | 5 u | 6 u | 7 u | 8 u | |
1 s | 19,300 |
1,650 |
529 |
590 |
215 |
126 |
74 |
56 |
2 s | 266,000 |
10,400 |
1,270 |
369 |
326 |
188 |
147 |
124 |
3 s | 5,650 |
465 |
463 |
253 |
148 |
60 |
28 |
905 |
4 s | 716 |
86 |
520 |
199 |
90 |
48 |
59 |
10 |
5 s | 4,230 |
44 |
71 |
77 |
62 |
37 |
14 |
6 |
6 s | 15,400 |
12 |
27 |
32 |
31 |
53 |
36 |
12 |
7 s | 14,300 |
3 |
16 |
33 |
17 |
9 |
26 |
7 |
8 s | 1,630 |
1 |
5 |
13 |
12 |
3 |
14 |
7 |
The resonance near <4s 3u> awaits explanation. Could this be a sign of the hip quark?
[Update: Vardibidian emailed to say
Well sure, it's really a five-dimensional space, I agree. If someone will volunteer to determine the values in all (say) 20x20x20x20x20 cells (all 3.2M of them), I'll gladly link to a post on the subject :-). Even 6x6x6x6x6 (7,776 cells, which could be harvested in 8 days via the Google API) might be interesting... especially if accompanied by a model of the underlying process that fits the data well. ]I'm afraid your two-dimensional depiction of wassup is woefully inadequate. For instance, you list 463 ghits for 'wasssuuup' but the more usual spelling, at 538 ghits, is 'waaasssuuup'. On the other hand, where there are 199 ghits for 'wassssuuuup' there are only 19 for waaaassssuuuup'. There are 3,050 for 'waassuup' to 10,400 for 'wassuup'. So there is some sort of resonance at 3/3/3.
There are also 317 ghits for 'waassuupp' and 339 for 'wasssuuuppp', so even a 3-d model would not fully express the resonances.
Posted by Mark Liberman at December 10, 2004 08:37 AM