2%2 
LOG 
L O N 
without any regard ,to the hyperbola, with a 
fpeedy method for finding the number from 
the logarithm given . - Halley 
An eafy demonfrration of the analogy of 
the logarithmic tangents to the meridian 1 in 
or fum of the fecants, vvifh various methods 
for computing the fame to the utmoft exact 
nefs - - Halley 
— — The quadrature of the logarithmic curve 
- - - 7- Craig 
Logarithmotechnia generalis J. Craig. 
Logomerria - - Cotes 
A new method for making logarithms,, 
and finding the number correfponding to a lo- 
garithm given, with tables - Long 
Letter containing an explanation of the 
late Dr. Halley’s demonftration of the analogy 
of the logarithmic tangents to the meridian 
line or fum of the fecants - Robertfon 
The conftrudlion of the logarithmic line 
Robertfon 
- Dodfon 
late treatife, 
on the Gunter’s fcale 
— — Letter about logarithms 
Some confiderations on a 
intituled, A new fet of Logarithmic Solar Ta- 
bles, &e. intended for a more commodious 
method of finding the latitude at fea by two 
©bfervations of the fun - Pemberton 
Obfervations on an infinite feries faid tc 
exprefs the value of the fum of the logarithms 
of the natural numbers from unity to any number 
Bayes 
— — A new method of con ft ruffing fun-dials 
for any given latitude, without the affiftance 
of dialling fcales or logarithmic calculations 
- V - Fergufon 
On the nature and conftruffion of log 
rithms - - Jones 
— Theorems for computing logarithms Hellins 
Loins. An account of a preternatural tumour on the 
loins of an infant, attended with a cloven 
fpine - . - Rutty 
London. An extrafl of two eflays in political arith- 
metic, concerning the comparative magnitude 
of London and Paris - - Petty 
A further afTertion of the propofition, and vin- 
dication from the objeftion of fome learned 
perfons of the French Nation - Petty 
Tra nf. 
XIX 58 
— 202 
XX 373 
XXVII 1 91 
XXIX 5 
— 52 
XLVI 559 
XLVIII 96 
~ 2 73 
LI 910 
LIII 269 
LVII 389 
LXI 453 
LXX 307 
XXXI 98 
XVI 152 
— 237 
Abridg. 
I 108 
— 577 
~ 56 
IV 156 
IV 371 
160 
X 256 
VII 676 
Some 
