ALGEBRAIC PROPERTIES OF INTEGRAL FUNCTION

For K a valued subfield of Cp with respect to the restriction of the p-adic absolute value || of Cp we consider the K-algebra IK]] X [[ of integral (entire) functions with coefcients in K: If K is a closed subfield of Cp we extend some results which are known for subfields of C (see ]3[and]( [ 4]. We prove that IK]]X [[ is a Bezout domain and we describe some properties of maximal ideals of IK]] X: [[