math/big.stack.nat (method)

13 uses

	math/big (current package)
		nat.go#L318: func (s *stack) nat(n int) nat {
		nat.go#L814: 	zz := stk.nat(w)
		nat.go#L820: 		powers[i] = stk.nat(w)
		natdiv.go#L510: 	q := stk.nat(max(1, len(u)-(len(v)-1)))
		natdiv.go#L607: 	v := stk.nat(n)
		natdiv.go#L651: 	qhatv := stk.nat(n + 1)
		natdiv.go#L784: 	qhat0 := stk.nat(B + 1)
		natdiv.go#L829: 		qhatv := stk.nat(3 * n)
		natdiv.go#L865: 	qhatv := stk.nat(3 * n)
		natmul.go#L55: 		t := stk.nat(2 * n)
		natmul.go#L121: 	t := stk.nat(2 * n)
		natmul.go#L204: 	z1 := &Int{abs: stk.nat(2*n2 + 1)}
		natmul.go#L292: 	z1 := &Int{abs: stk.nat(2*n2 + 1)}