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Nature, 1966 IN a previous communication1, an asymptotic theory was outlined for the probabilistic behaviour of a finite dam or reservoir subject to random input and output. A further problem raised by Herman Rubin—that of the amount of water lost by overflow—may be solved by similar methods.
M. S. BARTLETT, J. A. BATHER
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Asymptotically Free Gauge Theories. I [PDF]
Physical Review D, 1973 Asymptotically free gauge theories of the strong interactions are constructed and analyzed. The reasons for doing this are recounted, including a review of renormalization-group techniques and their application to scaling phenomena. The renormalization-group equations are derived for Yang-Mills theories. The parameters that enter into the equations are
David J. Gross, Frank Wilczek
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Asymptotic Theory for Clustered Samples [PDF]
SSRN Electronic Journal, 2017 We provide a complete asymptotic distribution theory for clustered data with a large number of independent groups, generalizing the classic laws of large numbers, uniform laws, central limit theory, and clustered covariance matrix estimation. Our theory allows for clustered observations with heterogeneous and unbounded cluster sizes.
Lee, Seojeong, Hansen, Bruce
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Asymptotic theory for gene mapping. [PDF]
Proceedings of the National Academy of Sciences, 1994 In genetic linkage mapping, the precision of the location estimate depends on both the number of individuals and the number of markers. Convergence rates and limit laws are established for several situations in which the number of markers depends on the sample size. Practical implications of the results are discussed.
Kong, Augustine, Wright, Fred
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Inflation from asymptotically safe theories [PDF]
Physical Review D, 2015 We investigate models in which inflation is driven by an ultraviolet safe and interacting scalar sector stemming from a new class of nonsupersymmetric gauge field theories. These new theories, differently from generic scalar models, are well defined to arbitrary short distances because of the existence of a controllable ultraviolet interacting fixed ...
Nielsen, Niklas Grønlund +2 more
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Asymptotic Theory of Eigenvectors for Random Matrices with Diverging Spikes. [PDF]
J Am Stat Assoc, 2022 Fan J, Fan Y, Han X, Lv J.
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Ranking procedures for repeated measures designs with missing data: Estimation, testing and asymptotic theory. [PDF]
Stat Methods Med Res, 2022 Rubarth K, Pauly M, Konietschke F.
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Asymptotic theory and econometric practice [PDF]
Journal of Applied Econometrics, 1988 AbstractThe classical paradigm of asymptotic theory employed in econometrics presumes that model dimensionality, p, is fixed as sample size, n, tends to inifinity. Is this a plausible meta‐model of econometric model building? To investigate this question empirically, several meta‐models of cross‐ sectional wage equation models are estimated and it is ...
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Asymptotic theory and inference of predictive mean matching imputation using a superpopulation model framework. [PDF]
Scand Stat Theory Appl, 2020 Yang S, Kim JK.
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Asymptotic estimates in perturbation theory
Physics Letters B, 1977 Functional methods are used to estimate the contribution of very high orders of the perturbative expansion in quantum field theory.
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