Henry Gellibrand

Identifiers

VIAF22485627
WikidataQ706830
ISNI000000011606666X
Open LibraryOL4871593A

Top Subjects

Early works to 1800 (4)
Trigonometry (2)
Geomagnetism (1)
Magnetic declination (1)
Mathematics (1)
Navigation (1)
James Atkinson Senior, Teacher of the Mathematicks (1)

Books by Henry Gellibrand

Total count: 5

A discovrse mathematical on the variation of the magneticall needleTogether with its admirable diminution lately discovered

W. Iones1635-01-01
Trigonometria Britanica, or, The doctrine of trianglesin two books : the first of which sheweth the construction of the naturall and artificiall sines, tangents and secants, and table of logarithms ... : the other, the use or application of the canon of artificiall sines, tangents and logarithms ... : the one composed, the other translated from the Latine copie written by Henry Gellibrand ...

Printed by R. & W. Leybourn, and are to be sold by George Hurlock ... Joshuah Kirton ... and Thomas Pierrepont ... and William Fisher ...1658-01-01
An epitome of navigationcontaining problems geometrical, the doctrine of plain and spherical triangles, and their application in plain, mercator and great circle sailing : as also in astronomy and geography, and rules for finding the variation of the compass, and correcting the course : together with the tables of the sun and stars right ascension and declination : of the latitude and longitude of places of meridional parts : likewise a traverse-table, a perpetual almanack, and other things very useful in the art of navigation : and the logarithmical sines and tangents, with the logarithms and natural numbers from 1 to 10 000, according to these exact tables formerly set forthThe fourth edition carefully corrected and enlarged.

Printed by B.M. for Rich. Mount ...1695-01-01
An epitome of the art of navigation, containing the doctrine of plain and spherical triangles, and their use and application in plain sailing, [etc.].

printed for R. Mount1712-01-01
An institvtion trigonometricall. VVherein demonstratively and perspicuously is exhibited the doctrine of the dimension of plane and sphericall triangles after the most exact and compendious way by tables both of sines, tangents, secants, and logarithmes

W. Iones