(* MAS Elementary functions definition module. 

The intention in setting up  
this module is to encapsulate all compiler dependencies.
*)

DEFINITION MODULE MASELEM;


TYPE GAMMAINT = LONGINT;

     LIST = GAMMAINT;


PROCEDURE MASABS(a: GAMMAINT): GAMMAINT;
(*Absolute value.  a is a gamma-integer.  Returns the absolute value
of a. *)


PROCEDURE MASEVEN(a: GAMMAINT): BOOLEAN;
(*Even.  a is a gamma-integer.  Returns TRUE if a is even and 
FALSE otherwise. *)


PROCEDURE MASEXP(a,b: GAMMAINT): GAMMAINT;
(*Exponential function.  a and b are gamma-integers, b non-negative.
Returns $a^b$, with $0^0=1$. *)


PROCEDURE MASMAX(a,b: GAMMAINT): GAMMAINT;
(*Maximum.  a and b are gamma-integers.  Returns the maximum of
a and b. *)


PROCEDURE MASMIN(a,b: GAMMAINT): GAMMAINT;
(*Minimum.  a and b are gamma-integers.  Returns the minimum
of a and b. *)


PROCEDURE MASODD(a: GAMMAINT): BOOLEAN;
(*Odd.  a is a gamma-integer.  Returns TRUE if a is odd and 
FALSE otherwise. *)


PROCEDURE MASQREM(a,b: GAMMAINT; VAR q,r: GAMMAINT);
(*Quotient and remainder.  a and b are gamma-integers, b non-zero.
$q=integer(a/b)$ and $r=a-b*q$. *)


PROCEDURE MASREM(a,b: GAMMAINT): GAMMAINT;
(*Remainder.  a and b are gamma-integers, b non-zero.
Returns $a-b*integer(a/b)$. *)


PROCEDURE MASSIGN(a: GAMMAINT): GAMMAINT;
(*Sign.  a is a gamma-integer.  Returns the sign of a. *)


END MASELEM.