A region of the brain called the perirhinal cortex represents both what things look like and what they mean.

Let q1 and q2 belong to a certain class of normalized analytic univalent functions in the open unit disk of the complex plane. Sufficient conditions are obtained for normalized analytic functions p to satisfy the double subordination chain q1(z)≺ p(z)≺ q2(z). The differential sandwich-type result obtained is applied to normalized univalent functions and to Φ-like functions.

We have measured the transverse asymmetry A(T') in 3He(e,e(')) quasielastic scattering in Hall A at Jefferson Laboratory with high precision for Q2 values from 0.1 to 0.6 (GeV/c)(2). The neutron magnetic form factor G(n)(M) was extracted based on Faddeev calculations for Q2 = 0.1 and 0.2 (GeV/c)(2) with an experimental uncertainty of less than 2%.

We study the anomalies of a charge Q2 self-dual string solution in the Coulomb branch of Q5 M5-branes. Cancellation of these anomalies allows us to determine the anomaly of the zero-modes on the self-dual string and their scaling with Q2 and Q5. The dimensional reduction of the five-brane anomalous couplings then lead to certain anomalous couplings for D-branes.

Let G be the group of projectivities stabilizing a unital U in PG(2, q2). In this paper, we prove that U is a classical unital if and only if there are two points in U such that the stabilizer of these two points in G has order q2 − 1.

We investigate the intersection R of two permutable Hermitian surfaces of PG(3, q2), q odd. We show that R is a determinantal variety. From the combinatorial point of view R comprises a complete (q2 + 1)-span of the two corresponding Hermitian surfaces.

In this article we construct new minimal intersection sets in AG(r, q2) sporting three intersection numbers with hyperplanes; we then use these sets to obtain linear error correcting codes with few weights, whose weight enumerator we also determine. Furthermore, we provide a new family of three-character multisets in PG(r, q2) with r even and we also compute their weight distribution.