math/big.nat.norm (method)
41 uses
math/big (current package)
int.go#L96: z.abs = nat(abs).norm()
nat.go#L50: func (z nat) norm() nat {
nat.go#L122: return z.norm()
nat.go#L150: return z.norm()
nat.go#L190: return z.norm()
nat.go#L431: return z.norm()
nat.go#L470: x0 := x0.norm()
nat.go#L476: y0 := y0.norm()
nat.go#L482: xi = xi.norm()
nat.go#L492: return z.norm()
nat.go#L569: return z.norm()
nat.go#L579: return z.norm()
nat.go#L584: return z.norm()
nat.go#L603: x0 := x0.norm()
nat.go#L613: return z.norm()
nat.go#L650: q = z.norm()
nat.go#L731: q = q.norm()
nat.go#L733: r = u.norm()
nat.go#L843: u = u.norm()
nat.go#L844: v = v.norm()
nat.go#L893: qhat = qhat.norm()
nat.go#L908: e := qhatv.cmp(uu.norm())
nat.go#L919: if qhatv.cmp(uu.norm()) > 0 {
nat.go#L935: qhat.divRecursiveStep(u[s:].norm(), v[s:], depth+1, tmp, temps)
nat.go#L936: qhat = qhat.norm()
nat.go#L942: if e := qhatv.cmp(u.norm()); e > 0 {
nat.go#L951: if qhatv.cmp(u.norm()) > 0 {
nat.go#L963: addAt(z, qhat.norm(), 0)
nat.go#L1014: return z.norm()
nat.go#L1038: return z.norm()
nat.go#L1054: return z.norm()
nat.go#L1115: return z.norm()
nat.go#L1132: return z.norm()
nat.go#L1151: return z.norm()
nat.go#L1170: return z.norm()
nat.go#L1219: return z.norm()
nat.go#L1320: return z.norm()
nat.go#L1383: return z.norm()
nat.go#L1476: return zz.norm()
nat.go#L1534: return z.norm()
natconv.go#L246: res = z.norm()
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