Analytic theory of extrema, II: Application to non-linear oscillators

Author:

Seshadri V.,West B.J.,Lindenberg K.

Publisher

Elsevier BV

Subject

Mechanical Engineering,Mechanics of Materials,Acoustics and Ultrasonics,Condensed Matter Physics

Reference29 articles.

1. Statistics of Extremes;Gumbel,1958

2. A statistical theory of the strength of material;Weibull;Ingenioer Vetenskaps Academien Handlingar,1939

3. Statistical Methods in Structural Mechanics;Bolotin,1969

4. Extremes of Morrison-type wave loading on a single pile;Moe;Journal of Mechanical Design, Transactions of the American Society of Mechanical Engineers Paper No. 77-DET-82,1977

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1. The most vulnerable, the least successful and other such extremes;Chemical Physics;2002-11

2. EXTREMA OF FRACTAL RANDOM WATER WAVES;International Journal of Modern Physics B;1996-01-10

3. Random Vibration and First Passage Failure;Reliability Problems: General Principles and Applications in Mechanics of Solids and Structures;1991

4. The response statistics of non-linear, second-order transformations to Gaussian loads;Journal of Sound and Vibration;1987-05

5. Analogy between the Lorenz strange attractor and a bistable stochastic oscillator;Journal of Statistical Physics;1987-01

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