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Moreover, if the ends of f are embedded, f has at least four singular points other than cuspidal edges.

Complete flat fronts as hypersurfaces in Euclidean space

This desorption curve was cuspidal without trail formation.

Preparation of Imazethapyr Surface Molecularly Imprinted Polymers for Its Selective Recognition of Imazethapyr in Soil Samples

Most of the inner hair cells possess cuspidal stereocilia.

Knock-In Mice with Myo3a Y137C Mutation Displayed Progressive Hearing Loss and Hair Cell Degeneration in the Inner Ear

Ademas del hecho de poseer multiples fogones, E3 se caracterizo por contar con restos de vegetales de cultivo en el sector cuspidal (6), asociados a dos fechados procedentes de la misma cuadricula (3a.B), uno obtenido sobre restos de maiz hallados a 1,47 m de profundidad y el otro sobre un fragmento de madera hallado a 1,53 m (Tabla 1).

DEL OBJETO AL CONTEXTO: LA(S) CAPA(S) "E" DE HUACHICHOCANA III

In this experiment, due to the rather poor regularity, it is very difficult to exactly reconstruct the cuspidal property of the unknown coefficients.

SIMULTANEOUS IDENTIFICATION OF UNKNOWN INITIAL TEMPERATURE AND HEAT SOURCE

retamali; nodular cusp on proximal margin of cuspidal triangle.

Current state of knowledge on Virilastacus species (Crustacea, Decapoda, Parastacidae)/Estado de conocimiento de las especies de Virilastacus (Crustacea, Decapoda, Parastacidae)

This reflects a striking dichotomy in our proofs: for q > 2 the only contributions to the computation come from irreducible characters of [GL.sub.n]([F.sub.q]) arising as constituents of parabolic inductions of characters of [GL.sub.1]([F.sub.q]), while for q = 2 the cuspidal characters for [GL.sub.s]([F.sub.q]) with s [greater than or equal to] 2 play a role, miraculously giving the same polynomial [t.sub.q] (n, l) in q evaluated at q = 2.

Reflection factorizations of Singer cycles

Usually a solitary wave solution, a kink (antikink) wave and periodic travelling wave solutions of (1) correspond to a homoclinic orbits or cuspidal loop, heteroclinic orbit or eye-figure loop, and periodic orbit of (7), respectively.

Bifurcation of travelling wave solutions of the generalized Zakharov equation

([A.sub.2]) f([u.sub.1], [u.sub.2], [u.sub.3]) = (3[u.sup.2.sub.1], 2[u.sup.3.sub.1], [u.sub.2], [u.sub.3])(cuspidal edge) (Figure 1),

Lightlike hypersurfaces and canal hypersurfaces of Lorentzian surfaces

Topics of the 17 papers include an elliptical Radon transform for ultrasound, using Schiffer's conjecture to understand partial cloaking, cuspidal discrete series for projective hyperbolic spaces, and the magnetic Schrodinger equation on compact symmetric spaces.

Geometric analysis and integral geometry; proceedings