 | William Stanley Jevons - Logic - 1871 - 444 pages
...8vo. cloth. 6s. 6d. In order to spare astronomers and observers in natural philosophy the contusion and loss of time which are produced by referring to...treatises embracing both branches of probabilities (the first relating to chances which can be altered only bv the changes of entire units or integral multiples... | |
 | Samuel Earnshaw - Differential equations, Partial - 1871 - 222 pages
...NUMERICAL THEORY OF ERRORS OF OBSERVATIONS AND THE COMBINATION OF OBSERVATIONS. Crown 8vo. cloth. 6s. 6d. In order to spare astronomers and observers in natural philosophy the confusion and loss of lime which are produced by referring to the ordinary treatises embracing both branches of probabilities... | |
 | Francis Jones - Chemistry, Analytic - 1872 - 268 pages
...NUMERICAL THEORY OF ERRORS OF OBSERVATIONS AND THE COMBINATION OF OBSERVATIONS. Crown 8vo. cloth. 6s. 6d. In order to spare astronomers and observers in natural...treatises embracing both branches of probabilities (the first relating to chances which can be altered only by the changes of entire units or t-«legral multiples... | |
 | John Milton - 1872 - 568 pages
...NUMERICAL THEORY OF ERRORS OF OBSERVATIONS AND THE COMBINATION OF OBSERVATIONS. Crown 8vo. cloth. $2-50. In order to spare astronomers and observers in natural...treatises embracing both branches of probabilities (the first relating to chances which can be altered only by the changes of entire units or integral multiples... | |
 | Francis Jones - Analytical chemistry - 1872 - 288 pages
...NUMERICAL THEORY OF ERRORS OF OBSERVATIONS AND THE COMBINATION OF OBSERVATIONS. Crown 8vo. cloth. $2'50. In order to spare astronomers and observers in natural...treatises embracing both branches of probabilities (the first relating to chances which can be altered only by the changes of entire units or integral multiples... | |
 | William Stanley Jevons - Logic - 1872 - 440 pages
...NUMERICAL THEORY OF ERRORS OF OBSERVATIONS AND THE COMBINATION OF OBSERVATIONS. Crown 8vo. cloth. 6^. 6d. In order to spare astronomers and observers in natural...treatises embracing both branches of probabilities (the first relating to chances which can be altered only by the changes of entire units or integral multiples... | |
 | George Boole, John Fletcher Moulton - Difference equations - 1872 - 434 pages
...NUMERICAL THEORY OF ERRORS OF OBSERVATIONS AND THE COMBINATION OF OBSERVATIONS. Crown 8vo. cloth. 6s. 6d. In order to spare astronomers and observers in natural...treatises embracing both branches of probabilities (the first relating to chances which can be altered only by the changes of entire units or integral multiples... | |
 | Thomas Henry Huxley - Physiology - 1872 - 456 pages
...NUMERICAL THEORY OF ERRORS OF -OBSERVATIONS AND THE COMBINATION OF OBSERVATIONS. Crown Svo. cloth. 6s. 6d. In order to spare astronomers and observers in natural...treatises embracing both branches of probabilities (the first nlating to chances which can be altered only by the changes of entire units or integral multiples... | |
 | Richard Morris - English language - 1872 - 482 pages
...NUMERICAL THEORY OF ERRORS OF OBSERVATIONS AND THE COMBINATION OF OBSERVATIONS. Crown 8vo. cloth. 6s. dd. In order to spare astronomers and observers in natural...treatises embracing both branches of probabilities (the first relating to chances which can be altered only by the changes of entire units or in • legral... | |
 | Geoffrey Chaucer - Christian pilgrims and pilgrimages - 1872 - 384 pages
...NUMERICAL THEORY OF ERRORS OF OBSERVATIONS AND THE COMBINATION OF OBSERVATIONS. Crown 8vo. cloth. 12-50. In order to spare astronomers and observers in natural...treatises embracing both branches of probabilities (the first relating to chances which can be altered only by the changes of entire units or integral multiples... | |
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In order to spare astronomers and observers in natural philosophy the confusion and loss of time which are produced by referring to the ordinary treatises embracing both branches of probabilities (the first... 
