(Askeri) HİPERBOLİK SEYİR SİSTEMİ: Bir seyir sistemi olup, uygun bir alıcı ile teçhiz edilmiş bir uçağın mevkiinin, 2 veya daha fazla birbirini kesen hiperbolik mevki hatları ile tespit edilmesine imkan verir. Bu sistem gerek faz tespitli dalga göndermelerinden, gerekse zaman farkı ölçüsünden yararlanır. Bak. "decca; loran"
Relating to, containing, or of the nature of, hyperbole; exaggerating or diminishing beyond the fact; exceeding the truth; as, an hyperbolical expression
If you describe language as hyperbolic, you mean that it makes something sound much more impressive than it really is
{s} of or pertaining to hyperbole, exaggerated, overstated; of or pertaining to a hyperbola (Mathematics)
A function that is derived from some arithmetic operations on the exponential function with base e and the inverse function, and was named after the corresponding similar trigonometric function
a navigation system that produces hyperbolic lines of position by the measurement of the difference in the time of reception, or the phase, of radio signals from multiple synchronized transmitters at fixed locations
In mathematics, one of a set of functions related to the hyperbola in the same way the trigonometric functions relate to the circle. They are the hyperbolic sine, cosine, tangent, secant, cotangent, and cosecant (written "sinh," "cosh," etc.). The hyperbolic equivalent of the fundamental trigonometric identity is cosh^2z -sinh^2z =
The hyperbolic sine and cosine, particularly useful for finding special types of integrals, can be defined in terms of exponential functions: sinhx = (e^x -e^-x) 2 and coshx = (e^x + e^-x) 2
a non-Euclidean geometry in which it is assumed that through any point there are two or more parallel lines that do not intersect a given line in the plane
Non-Euclidean geometry, useful in modeling interstellar space, that rejects the parallel postulate, proposing instead that at least two lines through any point not on a given line are parallel to that line. Though many of its theorems are identical to those of Euclidean geometry, others differ. For example, two parallel lines converge in one direction and diverge in the other, and the angles of a triangle add up to less than 180°