| 释义 |
exponentiate, v. Math.|ɛkspəˈnɛnʃɪeɪt|
[f. exponent n., after differentiate v.]
1. intr. To increase exponentially; also, more generally, to exhibit specified asymptotic behaviour as some limit is approached.
1970Physical Rev. Lett. XXV. 1589/1 The (lns)n factors which eventually exponentiate to a power of s come from the longitudinal phase-space integrals [etc.]. 1971Physical Rev. D III. 970 We find that the leading Regge-pole term arising from single-ladder-exchange exponentiates. 1977Jrnl. Chem. Physics LXVII. 4905/1 Thus the more stringent criterion that E must be greater than Ec and that all trajectories exponentiate does not suffice to validate statistical theories.
2. trans. To raise e or some other base (base n.1 18) to the power of; to subject to exponentiation. Also absol.
1971Jrnl. Math. Physics XII. 466/2 Our goal is to exponentiate the current algebras and obtain groups, which can be represented by unitary (hence bounded) operators. 1978Physics Lett. A. LXIV. 477/2 By solving the operator equations in their full nonlinear form..we are able to exponentiate the logarithmic terms into power law singularities. 1987A+ May 75/3 With Planner's Choice you can add, subtract, multiply, divide, and exponentiate. |