Definition of Differentials

1. Noun. (plural of differential) ¹

¹ Source:

Definition of Differentials

1. differential [n] - See also: differential

Lexicographical Neighbors of Differentials

differential manometer
differential medium
differential psychology
differential renal function test
differential scanning calorimetry
differential screening
differential spinal anaesthesia
differential stain
differential thermal analysis
differential thermometer
differential threshold
differential topology
differential ureteral catheterization test
differential white blood count
differentials (current term)
differentiation antigen
differently able
differently abled

Literary usage of Differentials

Below you will find example usage of this term as found in modern and/or classical literature:

1. Elements of the Differential and Integral Calculus by James Morford Taylor (1894)
"By differentiating these second partial differentials, we obtain a class of third partial differentials ; and so on. In finding these successive partial ..."

2. Adjustment and Equity in Chile by Patricio Meller (1992)
"For intersectoral large-firm wage differentials we observe (Table 5.2): i) Among ... On the other hand, industry-construction wage differentials show some ..."

3. Elements of Quaternions by William Rowan Hamilton (1866)
"On the Definition of Simultaneous differentials. 317. IN the foregoing Chapter of the present Book, and in several parts of the Book preceding it, ..."

4. Proceedings of the American Association for the Advancement of Science (1887)
"IT is thought that text books on the Calculus do not explain with sufficient clearness the differences and relations between the second differentials of ..."

5. The Law of Interstate Commerce and Its Federal Regulation by Frederick Newton Judson (1905)
"differentials between competitive cities.— The intense competition of modern commerce is ... The differentials allowed by the trunk line associations, ..."

6. Elements of the Differential Calculus: With Examples and Applications : a by William Elwood Byerly (1901)
"This, however, is the case only when we are dealing with differentials ... If, in any function involving differentials of a higher order than the first, ..."

7. Elements of the Differential and Integral Calculus by William Anthony Granville (1904)
"These relations between p and the differentials ds, dp, and d6 are correctly represented by a right triangle whose hypotenuse is ds and sides dp and ..."

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