Sanakirja
Tekoälykääntäjä
| Käännös | Konteksti | |
|---|---|---|
| Erisnimet | ||
| 1. | формула на Ойлер {f} (formula na Ojler) | kompleksianalyysi |
Määritelmät
Erisnimet
- (complex analysis) Formula which links complex exponentiation with trigonometric functions:
- (differential geometry) Formula which calculates the normal curvature of an arbitrary direction in the tangent plane in terms of the principal curvatures κ_1 and κ_2 and the angle θ which that direction makes with the first principal direction:
Esimerkit
- e^{i θ} = \cos θ + i \sin θ
- κ_n(θ) = κ_1 \cos^2 θ + κ_2 \sin^2 θ