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Joannis Kepleri Imp. Caes. Ferdinandi II, mathematici : Chilias logarithmorum ad totidem numeros rotundos : præmissa demonstratione legitima ortus logarithmorum eorumque usus, quibus nova traditur arithmetica, seu compendium, quo post numerorum notitiam nullum nec admirabilius, nec utilius solvendi pleraque problemata calculatoria, præsertim in doctrina triangulorum, citra multiplicationis, divisionis, radicumque extractionis, in numeris prolixis, labores molestissimos

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Joannis Kepleri Imp. Caes. Ferdinandi II, mathematici : Chilias logarithmorum ad totidem numeros rotundos : præmissa demonstratione legitima ortus logarithmorum eorumque usus, quibus nova traditur arithmetica, seu compendium, quo post numerorum notitiam nullum nec admirabilius, nec utilius solvendi pleraque problemata calculatoria, præsertim in doctrina triangulorum, citra multiplicationis, divisionis, radicumque extractionis, in numeris prolixis, labores molestissimos

description

Summary

The plate is a letterpress table.
A supplementary volume was published 1625, with title: Joannis Kepleri ... Supplementum Chiliadis logarithmorum.
Signatures: A-N⁴ O².
Errata: p. [53] at end.
LAC scc 2018-10-23 update (1 card)
LAC kcc 2018-11-01 review
LC Review of LAC Completed/Approved 2018-11-05

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logarithms
early works to 1800
latin
rare book selections
rare book and special collections division
johannes kepler
chilias logarithmorum ad totidem numeros rotundos
præmissa demonstratione legitima ortus logarithmorum eorumq
post numerorum notitiam nullum nec admirabilius
nec utilius solvendi pleraq
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Date

01/01/1624
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Source

Library of Congress
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https://www.loc.gov/
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Public Domain

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logarithms
logarithms
early works to 1800
early works to 1800
latin
latin
rare book selections
rare book selections
rare book and special collections division
rare book and special collections division
johannes kepler
johannes kepler
chilias logarithmorum ad totidem numeros rotundos
chilias logarithmorum ad totidem numeros rotundos
præmissa demonstratione legitima ortus logarithmorum eorumq
præmissa demonstratione legitima ortus logarithmorum eorumq
post numerorum notitiam nullum nec admirabilius
post numerorum notitiam nullum nec admirabilius
nec utilius solvendi pleraq
nec utilius solvendi pleraq
ultra high resolution
ultra high resolution
high resolution
high resolution