31 Jackman S, Brereton RJ, Wright VM. Results of surgical treatment of neonatal necrotizing enterocolitis. BrJ Surg 1990, 77: 146-8. 32 Smith SD, Tagge EP, Miller J, Cheu H, Sukarochana K, Rowe MI. The hidden mortality in surgically treated necrotizing enterocolitis: fungal sepsis. J Pediatr Surg 1990; 25: 1030-3. 33 Cikrit D, Mastandrea J, West KW, Schreiner RL, Grosfeld JL. Necrotizing entero...

31 Jackman S, Brereton RJ, Wright VM. Results of surgical treatment of neonatal necrotizing enterocolitis. BrJ Surg 1990, 77: 146-8. 32 Smith SD, Tagge EP, Miller J, Cheu H, Sukarochana K, Rowe MI. The hidden mortality in surgically treated necrotizing enterocolitis: fungal sepsis. J Pediatr Surg 1990; 25: 1030-3. 33 Cikrit D, Mastandrea J, West KW, Schreiner RL, Grosfeld JL. Necrotizing entero...

The braid group dynamics captures the fractional quantum Hall effect (FQHE) as a manifestation of puncture phase. When the dynamics is generalized for particles on a multi-sheeted surface, we obtain new tools which determine the fractional charges, the quantum statistics, and the filling factors of the multi-layered FQHE. A many-quasihole wavefunction is proposed for the bilayered samples. We a...

We use a counting argument and surgery theory to show that if D is a sufficiently general algebraic hypersurface in C, then any local diffeomorphism F : X → C of simply connected manifolds which is a d-sheeted cover away from D has degree d = 1 or d = ∞ (however all degrees d > 1 are possible if F fails to be a local diffeomorphism at even a single point). In particular, any étale morphism F : ...

We classify all functions satisfying non-trivial families of PVIα equations. It turns out that, up to an Okamoto equivalence, there are exactly four families parameterized by affine planes or lines. Each affine space is generated by points of ”geometric origin”, associated either to deformations of elliptic surfaces with four singular fibers, or to deformations of three-sheeted covers of P1 wit...

We describe methods for the derivation of strong asymptotics for the denominator polynomials and the remainder of Padé approximants for a Markov function with a complex and varying weight. Two approaches, both based on a Riemann-Hilbert problem, are presented. The first method uses a scalar Riemann-Hilbert boundary value problem on a two-sheeted Riemann surface, the second approach uses a matri...