Results 281 to 290 of about 872,468 (332)

Optimal Stabilization Paths

Journal of Money, Credit and Banking, 1973
An optimal stabilization policy is one which brings the economy to a desired point in the "best" way. What makes optimal stabilization policy in economics so difficult is our limited knowledge of the dynamic system. We may have misspecifiled the dynamic model underlying our optimization process.
Stein, Jerome L, Infante, Ettore F
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Finding Many Optimal Paths Without Growing Any Optimal Path Trees

International Journal of Computational Geometry & Applications, 2007
Many algorithms for applications such as pattern recognition, computer vision, and computer graphics seek to compute actual optimal paths in weighted directed graphs. The standard approach for reporting an actual optimal path is based on building a single-source optimal path tree. A technique by Chen et al.2 was given for a class of problems such that
Chen, Danny Z., Misiołek, Ewa
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On Infinitesimally Optimal Paths

Siberian Mathematical Journal, 2004
The concept of infinitesimal optimality is specified for discrete dynamic extremal problems.
Kusraev, A. G., Kutateladze, S. S.
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Optimal paths and universality

Journal of Physics A: Mathematical and General, 1995
Optimal paths in disordered systems are studied using two different models interpolating between weak and infinitely strong disorder. In one case, exact numerical methods are used to study the optimal path in a two-dimensional square lattice whereas a renormalization-group analysis is employed on hierarchical lattices in the other.
M. CIEPLAK, MARITAN, AMOS, M. R. SWIFT, A. BHATTACHARYA, STELLA, ATTILIO, J. R. BANAVAR   +5 more
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Optimizing intermittent reaction paths

Physical Chemistry Chemical Physics, 2008
Various examples of biochemical reactions in cells, such as DNA/protein interactions, reveal that in extremely diluted regimes reaction paths are not always simple brownian trajectories. They can rather be qualified as intermittent, since they combine slow diffusion phases on one hand and a second mode of faster transport on the other hand, which can ...
O, Bénichou, C, Loverdo, M, Moreau, R, Voituriez   +3 more
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Optimal consumption path

2000
One can solve various problems concerning continuous-time optimal consumption paths with the help of the theory of optimal control. Section 10.1 studies the optimal consumption path under given labor and capital incomes (Ramsey, 1928). Two alternative assumptions are considered: (i) certain and (ii) uncertain lifespan.
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Optimal Paths in Probabilistic Networks

Journal of Mathematical Sciences, 2004
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Rasteiro, D. D. M. L., Anjo, A. J. B.
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Optimal path and directed percolation

Physical Review E, 1996
An efficient transfer matrix technique is introduced to study directed optimal paths in two and three dimensions. The roughness exponent $\ensuremath{\zeta}$ is 0.6325\ifmmode\pm\else\textpm\fi{}0.0007 for the two-dimensional case and $\ensuremath{\zeta}=0.555\ifmmode\pm\else\textpm\fi{}0.008$ for the three-dimensional one, in agreement with the recent
Paolo Rios, Guido Caldarelli, MARITAN, AMOS, SENO, FLAVIO   +3 more
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Stäubli path optimization

Industrial Robot: An International Journal, 1996
Summarizes the main characteristics of Stäubli’s V_Trajsig software option which the company claims provides a unique way of achieving an optimum path‐following performance.
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