lt-core/lt-stdlib/int.lt

/* Two's complement Signed Integers
 */

export {
    let int-sign = λx:ℤ~machine.Int64 ↦ bit-and (bit-shr x 63) 1;
    let int-neg  = λx:ℤ~machine.Int64 ↦ i+ (bit-neg x) 1;
    let int-abs  = λx:ℤ~machine.Int64 ↦ if( int-sign x ) { int-neg x; } else { x; };
    let int-lt  = λ{ a:ℤ~machine.Int64; b:ℤ~machine.Int64; } ↦ int-sign (i- a b);
    let int-gt  = λ{ a:ℤ~machine.Int64; b:ℤ~machine.Int64; } ↦ int-sign (i- b a);
    let int-eq  = λ{ a:ℤ~machine.Int64; b:ℤ~machine.Int64; } ↦ if (bit-xor a b) { 0; } else { 1; };
    let int-lte = λ{ a:ℤ~machine.Int64; b:ℤ~machine.Int64; } ↦ bit-or (int-lt a b) (int-eq a b);
    let int-gte = λ{ a:ℤ~machine.Int64; b:ℤ~machine.Int64; } ↦ bit-or (int-gt a b) (int-eq a b);
    let int-min = λ{ a:ℤ~machine.Int64; b:ℤ~machine.Int64; } ↦ if( int-lt a b ) { a; } else { b; };
    let int-max = λ{ a:ℤ~machine.Int64; b:ℤ~machine.Int64; } ↦ if( int-gt a b ) { a; } else { b; };
};


/* syntax ambiguity */

let f'0 = λx:A -> B ↦ { ... };

/* could be interpreted as .. */
let f'1 = λ{x: A -> B} ↦ {};
/* ..or.. */
let f'2 = λx:A ↦ B:{};


do {
	!a 10;
	!b 20;
}