The state or quality of being infinite, unlimited by space or time, without end, without beginning or end God is infinite in that He is not limited by space or time He is without beginning and without end (Psalm 90: 2)
Infinity is a number that is larger than any other number and can never be given an exact value. These permutations multiply towards infinity
The farthest position (marked ¥) on the distance scale of a lens It includes all objects at the infinity distance (about 50 feet) from the lens or farther When the infinity distance is within the depth of field, all objects at that distance or farther will be sharp
On a camera lens distance scale, the distance greater than the last finite number, and beyond
"Infinity" cabinetry is a wide reveal door style with "C"-shaped accent molding incorporated into the base cabinet case to allow accessibility of the doors and drawers without the use of surface mounted decorated hardware Wall cabinet doors overhang at the bottom of the cabinet eliminating the need for surface mounted decorative hardware back to list
symbol meaning number greater than any other -- "The largest concept of geometry is infinity " (243) informal used in ordinary life, but not in official situations -- "This is a simpler and more informal way to write these numbers as words " (4)
An IEEE number (positive or negative) created by overflow or division by zero Infinity is represented by an exponent where all the bits are 1's, and a zero fraction
Limitlessness, unlimitedness, something which is growing without limits or bounds
The binary floating-point numbers that have all ones in the exponent and all zeros in the fraction The values of these two numbers are distinguished only by the sign Thus, they are + and -
Infinity is a point that is further away than any other point and can never be reached. the darkness of a starless night stretching to infinity. In mathematics, the useful concept of a process with no end. As represented by the symbol , it is often mistakenly thought to be the largest number or a place on the real number line. Instead, it is the idea of a limit, as in the expression x , which suggests that the variable x increases without bound. For example, the function f(x) = 1/x, or the reciprocal of x, tends toward 0 as x approaches infinity as a limit. This process of approaching is crucial to the definition of the derivative and the integral in calculus, as well as to many other concepts of mathematical analysis
Distance from the camera that is far enough away that any object at or beyond it will be reproduced sharply when the lens is focused on its infinity setting
Greater than any fixed counting number, or extending forever No matter how large a number one thinks of, infinity is larger than it Infinity has no limits (cf Infinity and Iteration Discussion)