I’d like to present what is probably the first new table of logarithms published this century: Russell’s Modern Logarithms [pdf].
Since accuracy is paramount in a table of logarithms, I’ve encrypted and signed the document. You should check the document against the following checksums:
- PGP: Modern_Logarithms-Stewart_C_Russell.pdf.sig
- sha1sum: 403eeb0a79656720a66224d0cc9e666ae1d329cb
Source (unsigned, unstamped: CC BY-NC-SA) now on github: scruss/Russell-s-Modern-Logarithms.
Base 10?
Boring. Try base 8.
Why? What is this for?
Logarithms are one of the important stepping-stones in mathematics. Logs –> slide rules –> calculators –> computers.
Back in the 1970’s, I had to back some very complex calculations into a very small computer. It had to fit in your pocket, and run on batteries for a week. At the time, memory was precious; we didn’t have enough for the usual floating-point add/subtract/multiply/divide routines. We wound up doing it all in fixed-point binary math, with the basic functions add/subtract/log2/antilog2. Base2 logs are fast and easy; much better than multiply and divide. 🙂
Oh, how I know this, Lee …