Novum organon renovatum: Being the second part of the philosophy of the inductive sciences — John Shaqi
Novum organon renovatum: Being the second part of the philosophy of the inductive sciencesWhewell, William
Philosophy
Novum organon renovatum: Being the second part of the philosophy of the inductive sciences
Whewell, William
Science -- Philosophy
_Aphorism_ I. Relative to the Ancient Period 258
_Art._ 1. Common Words.
2. Descriptive Terms.
3. Theoretical Terms.
_Aphorism_ II. Relative to the Modern Period 269
_Art._ 1. Systematic Nomenclature.
2. Systematic Terminology.
3. Systematic Modification.
_Aphorisms_ (III. IV. V. VI. VII) relative to the
Application of Common Words 278
_Aphorisms_ (VIII. IX. X. XI. XII. XIII.) relative to the
Construction of New Terms 285
_Aphorism_ XIV. Binary Nomenclature 307
XV. Linnæan Maxims 308
XVI. Numerical Names 309
XVII. Names of more than two Steps 310
XVIII. No arbitrary _Terms_ 311
XIX. Forms fixed by Convention 314
XX. _Form_ of Terms 318
_Art._ 1. Terms derived from Latin and Greek.
2. German Terms.
3. Descriptive Terms.
4. Nomenclature. Zoology.
5. ------------- Mineralogy.
6. ------------- Botany.
7. ------------- Chemistry.
8. ------------- Crystallography.
{xxiii}
_Aphorism_ XXI. Philological Rules 328
_Art._ 1. Hybrids.
2. Terminations of Substantives.
3. Formations of Substantives (names of things).
4. Abstract Substantives.
5. Rules of derivation from Greek and Latin.
6. Modification of Terminations.
_Aphorism_ XXII. Introduction of Changes 341
FURTHER ILLUSTRATIONS OF THE APHORISMS ON SCIENTIFIC
LANGUAGE, FROM THE RECENT COURSE OF SCIENCES.
1. BOTANY.
_Aphorism_ XXIII. Multiplication of Genera 346
2. COMPARATIVE ANATOMY.
_Aphorism_ XXIV. Single Names to be used 353
XXV. The History of Science is the History
of its Language 355
XXVI. Algebraical Symbols 357
XXVII. Algebraical Analogies 364
XXVIII. Capricious Derivations 365
XXIX. Inductions are our Definitions 368
{{1}}
NOVUM ORGANON RENOVATUM.
DE Scientiis tum demum bene sperandum est, quando per SCALAM veram
et per gradus continuos, et non intermissos aut hiulcos, a
particularibus ascendetur ad Axiomata minora, et deinde ad media,
alia aliis superiora, et postremo demum ad generalissima.
Public-domain text, read in full here on John Shaqi.
Reviews
Reviews
No reviews yet
Be the first to share your thoughts on this work.
Join the Discussion
Join the discussion
Sign in to leave a comment or review.
Sign InorCreate an account