Paul Behrend

پل کلودل Paul Claudel

Behrend-Type Constructions for Sets of Linear Equations

A linear equation on k unknowns is called a (k, h)-equation if it is of the form ∑k i=1 aixi = 0, with ai ∈ {−h, . . . , h} and ∑ ai = 0. For a (k, h)-equation E, let rE(n) denote the size of the largest subset of the first n integers with no solution of E (besides certain trivial solutions). Several special cases of this general problem, such as Sidon’s equation and sets without threeterm arit...

Albert Benveniste , Paul Caspi , Paul

In this paper, we present a theory of synchronous data-ow languages. Our theory is supported by both some heuristic analysis of applications and some theoretical investigation of the data-ow paradigm. Our model covers both behavioural and operational aspects, and allows both synchronous and asynchronous styles of implementation for synchronous programs. This model served as a basis to establish...

Paul Falkowski

team looked at satellite measures of sea surface temperatures for the wintering grounds of 24 humpback whale populations around the world. In all cases, the animals were opting for waters between 24 and 25oC. The whales in this study would have had to continue north of the Equator to find water this warm. Rasmussen believes that a high enough water temperature is crucial for them to breed. “It’...

Paul Katz

Paul S. Katz is a neurophysiologist known for his studies of neuromodulatory synapses in invertebrate neural circuits. Katz’s interest in neurobiology began as an undergraduate at Northwestern University, in Evanston, Illinois. He did his graduate work at Cornell University in Ithaca, New York, where he identified and studied serotonergic neurons in the stomatogastric ganglion of crabs. He was ...