Results 301 to 310 of about 3,760,531 (362)
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Magnitude-recurrence relation for central Mississippi Valley earthquakes
Bulletin of The Seismological Society of America (BSSA), 1974Earthquake magnitudes are estimated for all known felt earthquakes in the central Mississippi River valley seismic region for the interval 1833 through 1972.
O. Nuttli
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Concavity Property and a Recurrence Relation for Associated Lah Numbers
The Fibonacci quarterly, 1979(4) Ll(m,n) = \L(m9n) | . The use of the associated Lah numbers L^im^n) has recently arisen in a paper by the author [1], where the n-fold convolution of independent random variables having the decapitated negative binomial distribution is derived in ...
J. C. Ahuja, E. Enneking
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Drug-related recurrent meningitis
Journal of Infection, 1988A 56-year-old man presented with recurrent smear and culture-negative meningitis having ingested Ibuprofen before each episode. The association between Ibuprofen and meningitis has been well established in systemic lupus erythematosus but has been reported only rarely in previously healthy patients.
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Algorithmica, 1996
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Probabilistic recurrence relations
Proceedings of the twenty-third annual ACM symposium on Theory of computing - STOC '91, 1991Summary: This paper is concerned with recurrence relations that arise frequently in the analysis of divide-and-conquer algorithms. In order to solve a problem instance of size \(x\), such an algorithm invests an amount of work \(a(x)\) to break the problem into subproblems of sizes \(h_1(x),h_2(x),\dots, h_k(x)\), and then proceeds to solve the ...
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Probabilistic Recurrence Relations
2010A sampling of discrete probability problems, some of them coming from consulting work, is presented. We demonstrate how a probabilistic recurrence relation arises from the pit of the problem and present ways and means of solving the recurrence relation.
M. Bhaskara Rao, S. Kasala, H. Zhang
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Construct Multipartite Maximally Entangled State via Recurrence Relation
International Journal of Theoretical Physics, 2018J. Che, Hao Wu
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2013
Walter Gautschi is a giant in the field of linear recurrence relations. His concern is with stability in computing solutions \( \{y_{n}\}_{n=0}^{\infty} \) of such equations. Suppose the recurrence relation is of the form $$\displaystyle{ y_{n+1} + a_{n}y_{n} + b_{n}y_{n-1} = 0\qquad \mbox{ for}\quad n = 1,2,3,\ldots.}$$ (21.1) It seems so ...
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Walter Gautschi is a giant in the field of linear recurrence relations. His concern is with stability in computing solutions \( \{y_{n}\}_{n=0}^{\infty} \) of such equations. Suppose the recurrence relation is of the form $$\displaystyle{ y_{n+1} + a_{n}y_{n} + b_{n}y_{n-1} = 0\qquad \mbox{ for}\quad n = 1,2,3,\ldots.}$$ (21.1) It seems so ...
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American Cancer Society nutrition and physical activity guideline for cancer survivors
Ca-A Cancer Journal for Clinicians, 2022Cheryl L Rock +2 more
exaly
Recurrence Risk Related Rationale
International Journal of Radiation Oncology*Biology*Physics, 2022Edward, Kim, Jesse, Roberts
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