Results 281 to 290 of about 1,758,752 (301)
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From the Arrow of Time to the Arrow of Life

Earth, Moon, and Planets, 2006
Astrobiology, like many (but not all) sciences, must take into account questions of the “Why?”, “Where?”, “How?” and “When?” type. In this introductory chapter, we explain why, in this book, we will only consider two of these questions that are, moreover, deeply interrelated. Chronology is by definition related to the “when?” question but as soon as we
Gargaud, Muriel, Reisse, Jacques
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Arrow’s Theorem

2020
Kenneth Arrow’s “impossibility” theorem is rightly considered to be a landmark result in economic theory. It is a far-reaching result with implications not just for economics but for political science, philosophy, and many other fields. It has inspired an enormous literature, “social choice theory,” which lies on the interface of economics, politics ...
Conal Duddy, Ashley Piggins
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Arrow-arrow correlations for the six-vertex model

Physical Review E, 2013
The six-vertex model on a square lattice is "exactly solvable" because an exact formula for the free energy can be obtained by the Bethe ansatz. However, exact formulas for the correlations of local bulk observables, such as the orientation of the arrow at a given edge, are, in general, not available.
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An Arrow in the Light

Appalachian Heritage, 2004
There was an arrow in the light. It was a flickering shaft that danced through the golden glow of late afternoon in the far mountains, cutting a graceful arc toward a target that it never hit. It snapped past the deer and disapperared, lost in the depths of the shadows and the forest floor.
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The Arrows of Time [PDF]

open access: possible, 1983
Space and time are the most fundamental ideas of the scientist’s picture of the world, and also of the language in which we all describe our thoughts and sensations. We use the concepts of space and time to “relate” ourselves to world phenomena that we and other people observe and to “verify” that what other people report to us as “their observations ...
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Arrows Pointing at Arrows: Arrow Logic, Relevance Logic, and Relation Algebras

2014
Richard Routley and Robert K. Meyer introduced a ternary relational semantics for various relevance logics in the early 1970s. Johan van Benthem and Yde Venema introduced “arrow logic” in the early 1990s and about the same time I showed how a variation of the Routley–Meyer semantics could be used to provide an interpretation of Tarski’s axioms for ...
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Arrow on Trust

Journal of Health Politics, Policy and Law, 2001
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Time's arrow

The Lancet Oncology, 2003
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