Results 231 to 240 of about 1,454,559 (263)
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Isospectral Flows of Third Order Operators

SIAM Journal on Mathematical Analysis, 2001
Summary: The author considers the third-order linear differential operator \(L_{p,q}=i\frac{d^3}{dx^3}+i\frac{d}{dx}q+iq\frac{d}{dx}+p\) on the unit interval. The associated boundary conditions are \(y(0)=y(1)=0\), \(y'(0)=zy'(1)\) with \(z\in{\mathbb C}\), \(|z|=1\). For all but a finite number of parameters \(z\), the eigenvalues \(\lambda_{j}\) of \(
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SECOND ORDER DECOUPLED LOAD FLOW

Electric Machines & Power Systems, 1987
ABSTRACT This paper presents a second order decoupled load flow method. The salient features are consideration of all terms in the Taylor series expansion, use of constant decoupled Jacobians and extremely simple computations involved in evaluating the active and reactive power mis-match vectors.
J. NANDA   +3 more
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Plastic flow of ordered Zr3Al

Journal of Nuclear Materials, 1975
Abstract Room-temperature tensile experiments established that ordered Zr3Al of the Ll2 type obeys the relationship σ ϵ = σ 0,ϵ + kd − 1 2 where σϵ is the flow stress at a given strain ϵ, σ0,ϵ is a strain-dependent frictional stress, d is the average grain diameter, and k is a strain-independent constant of ...
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Minimum Flow Time Graph Ordering

2003
The graph ordering problem here addressed derives from industrial applications where one can associate vertices with process steps and edges with jobs. A linear layout of the vertices corresponds then to a production schedule, and one wants to find a layout minimizing the average completion time of the jobs.
ARBIB, CLAUDIO   +2 more
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Persistence in Limit Order Flow

SSRN Electronic Journal, 2006
I find that limit order submission is not random. The probability of observing a limit sell (buy) order is highest after another limit sell (buy) order. This first-order positive serial correlation in the order flow cannot be explained by theories offered in the current literature.
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Hierarchical Model-Order Reduction Flow

2010
This paper presents a hierarchical model-order reduction (HMOR) flow, where the linear parts of a hierarchically defined circuits are divided into independently reducable subcircuits. The impact of the hierarchical structure and circuit partitioning on two MOR methods is discussed and some simulation results are presented.
Mikko Honkala   +3 more
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Second-order continuum traffic flow model

Physical Review E, 1996
, Wagner   +4 more
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