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Extreme Values In Random Sequences
The main subject is the probabilistic extreme value theory. The purpose is to present recent results related to limiting distributions of maxima in...
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Strongly Extreme Points in Orlicz–Lorentz Function Space Equipped with the Orlicz Norm
In this paper, the expression of Orlicz norm in Orlicz–Lorentz space generated by arbitrary Orlicz functions is given. The criteria for extreme...
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Extreme central L-values of almost prime quadratic twists of elliptic curves
In this paper, we prove the extreme values of L -functions at the central point for almost prime quadratic twists of an elliptic curve. As an...
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Basic Results of Extreme Value Theory
The development of probabilistic extreme value theory started with papers by Fisher and Tippett 1928, von Mises 1936 and Gnedenko 1943. Fisher and...
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On extreme points and representer theorems for the Lipschitz unit ball on finite metric spaces
In this note, we provide a characterization for the set of extreme points of the Lipschitz unit ball in a specific vectorial setting. While the...
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Extreme Contractions
Extremal structure of the unit ball of an operator space is certainly an important topic in the geometry of bounded linear operators.
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Extreme Risk Measurement of Carbon Market Considering Multifractal Characteristics
Influenced by the global economy, politics, energy and other factors, the price of carbon market fluctuates sharply. It is of great practical...
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A Credibility Framework for Extreme Value-at-Risk
Value-at-risk estimates derived from extreme value data by fitting fat-tailed distributions can be so large that their validity is open to question....
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Extreme area and perimeter bisectors in a triangle
We determine the range of values for the length of an area bisector or a perimeter bisector in a triangle. In particular, we determine all such...
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On Extreme Points of Sets in Operator Spaces and State Spaces
AbstractWe obtain a representation of the set of quantum states in terms of barycenters of nonnegative normalized finitely additive measures on the...
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A New Positivity-Preserving Technique for High-Order Schemes to Solve Extreme Problems of Euler Equations on Structured Meshes
In this paper, we propose a new positivity-preserving (new PP) technique for fifth-order finite volume unequal-sized WENO schemes when solving some...
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Combinatorial Problems and Extreme Values
The interplay between combinatorics and probability started in the early history of probability theory, when combinatorics was used to calculate the...
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Simultaneous extreme values of zeta and L-functions
We show that distinct primitive L -functions can achieve extreme values simultaneously on the critical line. Our proof uses a modification of the...
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Asymptotics of the loss-based tail risk measures in the presence of extreme risks
Evaluating the risk exposure of a financial/insurance company when some extreme scenario occurs is one of the fundamental aspects of risk management....
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Extreme Statistics of Superdiffusive Lévy Flights and Every Other Lévy Subordinate Brownian Motion
The search for hidden targets is a fundamental problem in many areas of science, engineering, and other fields. Studies of search processes often...
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Extreme of Functions
Local maximum corresponds to mountain peaks on the surface and local minimum corresponds to valley bottoms (Fig. 6.1). At such points, the tangent...
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The enumeration of extreme rigid honeycombs
Rigid honeycombs were introduced by Knutson et al. (J Am Math Soc 17:19–48, 2004), and they were shown in Bercovici et al. (J Funct Anal...
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Numerical Experiments on Extreme Waves Through Oblique–Soliton Interactions
Extreme water-wave motion is investigated analytically and numerically by considering two-soliton and three-soliton interactions on a horizontal...
