¹ Source: wiktionary.com
Definition of Exponentials
1. exponential [n] - See also: exponential
Exponentials Pictures
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Lexicographical Neighbors of Exponentials
Literary usage of Exponentials
Below you will find example usage of this term as found in modern and/or classical literature:
1. An Introduction to Celestial Mechanics by Forest Ray Moulton (1914)
"Solution of Linear Equations by exponentials. The differential equation (6) and
the corresponding one for a repulsive force are linear in s with constant ..."
2. The Dynamical Theory of Gases by James Hopwood Jeans (1904)
"APPENDIX A. ; INTEGRALS INVOLVING exponentials. THE type of integral which occurs
most frequently in the mathematics necessary to the Kinetic Theory is ti), ..."
3. Differential and Integral Calculus by Clyde Elton Love (1916)
"exponentials and logarithms. The number a"(a>0) is defined in algebra for all
rational values of n. In the calculus it becomes necessary to attach a meaning ..."
4. Lectures on the Theory of Functions of Real Variables by James Pierpont (1906)
"CHAPTER III exponentials AND LOGARITHMS Rational Exponents 146. Having developed
now the number system 5R with sufficient detail, we shall in this and the ..."
5. Differential and Integral Calculus by Clyde Elton Love (1916)
"Formulas (5)-(6) : Logarithms and exponentials. ^Examples: (a) Evaluate I -^ x
dx If the factor 2 be inserted under the integral sign, the numerator becomes ..."
6. Elements of the Infinitesimal Calculus by George Henry Chandler (1907)
"CHAPTER V. DIFFERENTIALS OF exponentials AND LOGARITHMS. 34. Differentials of
the exponentials a" and e". Let a be any constant, v any function of x. ..."
7. Higher Order Asymptotics by J. K. Ghosh (1994)
"Such curved exponentials, sometimes called algebraic exponential families, ...
Maximum likelihood estimator for curved exponentials. ..."
8. A First Course in the Differential and Integral Calculus by William Fogg Osgood (1922)
"CHAPTER VI LOGARITHMS AND exponentials 1. Logarithms. The logarithms with which
the student is familiar are those which are ordinarily used for computation. ..."
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