SYMPOSIUM ON BURNS

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On the Burns - Epstein Invariants

In this paper we develop a method to compute the Burns-Epstein invariant of a spherical CR homology sphere, up to an integer, from its holonomy representation. As an application, we give a formula for the Burns-Epstein invariant, modulo an integer, of a spherical CR structure on a Seifert fibered homology sphere in terms of its holonomy representation.

Burns.

The authors present an extensive review of burn epidemiology. They review sources of burns, preventive tools, emergency behaviors to reduce severity, and rehabilitation. Ways are sketched in which the pediatrician can be an effective advocate against burn injuries.

Burns.

Burns.

Definitions It is very important for the clinician caring for a burn victim to know the depth, or degree, of burn. A first-degree burn is superficial, dry, painful to touch, and heals in less than 1 week. A second-degree burn is partial thickness and pink or possibly mottled red. It exhibits bullae or frank weeping on the surface. It usually is painful unless classified as deep and heals in 1 t...