Brody

Brody curves omitting hyperplanes

A Brody curve, a.k.a. normal curve, is a holomorphic map f from the complex line C to the complex projective space P such that the family of its translations {z 7→ f(z + a) : a ∈ C} is normal. We prove that Brody curves omitting n hyperplanes in general position have growth order at most one, normal type. This generalizes a result of Clunie and Hayman who proved it for n =

Deformation of Brody Curves and Mean Dimension

The main purpose of this paper is to show that ideas of deformation theory can be applied to “infinite dimensional geometry”. We develop the deformation theory of Brody curves. Brody curve is a kind of holomorphic map from the complex plane to the projective space. Since the complex plane is not compact, the parameter space of the deformation can be infinite dimensional. As an application we pr...

PULMONARY VASCULAR RESPONSES/Kealey and Brody

by potassium. Circ Res 12: 415-421, 1963 7. Surawicz B, Mazzoleni A: Role of potassium in ventricular asystole. In Sudden Cardiac Death, edited by B Surawicz, ED Pellegrino. New York, Grune & Stratton, 1964, pp 90-96 8. Gettes LS, Surawicz B: Effects of low and high concentrations of potassium on the simultaneously recorded Purkinje and ventricular action potentials of the perfused pig moderato...

PULMONARY VASCULAR RESPONSES/Kealey and Brody

by potassium. Circ Res 12: 415-421, 1963 7. Surawicz B, Mazzoleni A: Role of potassium in ventricular asystole. In Sudden Cardiac Death, edited by B Surawicz, ED Pellegrino. New York, Grune & Stratton, 1964, pp 90-96 8. Gettes LS, Surawicz B: Effects of low and high concentrations of potassium on the simultaneously recorded Purkinje and ventricular action potentials of the perfused pig moderato...

The cluster model and the generalized Brody-Moshinsky coefficients