Continuous Lattice -Vallued Functions

Cozero maps are generalized form of cozero elements. In this paper a particular case of cozero maps, called the lattice-valued functions c:A→L in which A is an f-ring and L is a frame. We present the concept of a continuous lattice-valued function. Also we show that if A=C[0, 1] is an f-ring then lattice-valued function ι ̅:A→CL(A) is continuous, but ι: A→L(A) is not continuous

Keywords:

Frame , ring of real-valued continuous functions on a frame , lattice-valued function , Continuous