Search Results - "Davie, A. M."

Convergence of numerical schemes for the solution of parabolic stochastic partial differential equations by Davie, A. M., Gaines, J. G.

“…We consider the numerical solution of the stochastic partial differential equation {\partial u}/{\partial t}={\partial^2u}/{\partial…”
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Approximation of SDE solutions using local asymptotic expansions by Davie, A. M.

“…We develop an asymptotic expansion for small time of the density of the solution of a non-degenerate system of stochastic differential equations with smooth…”
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Group Testing, the Pooled Hypergeometric Distribution, and Estimating the Number of Defectives in Small Populations by Theobald, C. M., Davie, A. M.

“…The testing of combined bacteriological samples - or "group testing" - was introduced to reduce the cost of identifying defective individuals in populations…”
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Introduction to Competition Between Continuous Cultures of Phaeodactylum tricornutum and Dunaliella tertiolecta by OKAY, O. S., GIBSON, M., GAINES, A., DAVIE, A. M.

“…When the diatom, Phaeodactylum tricornutum, and the microalga, Dunaliella tertiolecta, are cultured together in a chemostat at dilution factors of ∼ 0.5 day −…”
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Uniqueness of Solutions of Stochastic Differential Equations by Davie, A. M.

“…We consider the stochastic differential equation dx(t) = dW(t) + f(t, x(t))dt, x(0) = x0 for t ≥ 0, where x(t) ∈ ℝd, W is a standard d-dimensional Brownian…”
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Differential Equations Driven by Rough Paths: An Approach via Discrete Approximation by Davie, A. M.

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Period doubling for C^{2+\epsilon} mappings by Davie, A. M

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The 'singles' method for segregation analysis under incomplete ascertainment by Davie, A M

“…Li & Mantel (1968) proposed a simple new method of segregation analysis under complete ascertainment. This paper shows that, with a slight modification, the…”
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The growth of continuous cultures of the phytoplankton Phaeodactylum tricornutum by DAVIE, A. M, OKAY, Oya S, GAINES, Alec

“…Continuous cultures of Phaeodactylum tricornutum} (Bohlin) have been grown in a basic chemostat, that is, in a well-stirred, continuous flow, biochemical…”
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Estimation of proportion of new mutants among cases of Duchenne muscular dystrophy by Davie, A M, Emery, A E

“…Using a number of different methods, it is confirmed that approximately one third of all cases of X-linked Duchenne muscular dystrophy are new mutants, the…”
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Pointwise limits of analytic functions by Davie, A. M.

“…This note is an addendum to the above-mentioned paper, which was recently published in this journal. Unfortunately, the author was unaware that the main…”
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Pointwise limits of analytic functions by Davie, A. M.

“…We characterise those complex-valued functions on an open subset D of the complex plane which can be expressed as the limit of a sequence of analytic functions…”
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On effects of relaxed selection in familial disorders by Davie, A M, Smith, C, Curnow, R N, Holloway, S M

“…Theoretical predictions are made of the effect of improved treatments, with consequent increase in fertility of affected individuals, on the frequency of…”
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Interpolation sets for analytic functions by Davie, Alexander, Stray, Arne

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Peak interpolation sets for some algebras of analytic functions by Davie, Alexander, Oksendal, Bernt

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Frequency and Timing of Postoperative Complications After Outpatient Total Hip Arthroplasty by LaValva, Scott M., Bovonratwet, Patawut, Chen, Aaron Z., Lebrun, Drake G., Davie, Ryann A., Shen, Tony S., Su, Edwin P., Ast, Michael P.

“…Although there have been several studies describing risk factors for complications after outpatient total hip arthroplasty (THA), data describing the timing of…”
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INVARIANT SUBSPACES FOR AN OPERATOR ON L2(Π) COMPOSED OF A MULTIPLICATION AND A TRANSLATION by BLECHER, D. P., DAVIE, A. M.

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Linear Extension Operators for Spaces and Algebras of Functions by Davie, A. M.

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Period doubling forC 2+∈ mappings by Davie, A. M.

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A Theorem on Polynomial-Star Approximation by Davie, A. M., Gamelin, T. W.

“…We prove that the unit ball of a Banach space is polynomial-star dense in the unit ball of its bidual. This strengthens Goldstine's theorem on weak-star…”
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