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Statistical limit laws for time-one maps

Insider Attack-Resistant OTP (One-Time Password) Based on Bilinear Maps

Insider Attack-Resistant OTP (One-Time Password) Based on Bilinear Maps

... In this paper, we proposed insider attack–resistant OTP scheme based on bilinear maps. In order to generate OTP, our scheme uses two random numbers instead of MPIN. The main idea is that OTP is computed by ...

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A DICHOTOMY FOR MEASURES OF MAXIMAL ENTROPY NEAR TIME-ONE MAPS OF TRANSITIVE ANOSOV FLOWS

A DICHOTOMY FOR MEASURES OF MAXIMAL ENTROPY NEAR TIME-ONE MAPS OF TRANSITIVE ANOSOV FLOWS

... – either the dynamics is isometric in the center direction and there exists a unique MME which is nonhyperbolic; or – there are multiple hyperbolic MMEs. Strategy of proof. We introduce a new subclass of partially ...

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Dynamic Travel Time Maps

Dynamic Travel Time Maps

... travel time database is of crucial importance to intelligent transportation ...Travel Time Maps (DTTM) are the appropriate data management means to derive dynamic - in terms of time and space ...

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Time-consistent reconciliation maps and forbidden time travel

Time-consistent reconciliation maps and forbidden time travel

... of time-consistency for the event-labeled version of the reconciliation problem, provide a convenient axiomatic framework, and derive a complete characterization of time-consistent ...a ...

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Rates of convergence for statistical limit laws in deterministic dynamical systems

Rates of convergence for statistical limit laws in deterministic dynamical systems

... ous time in chapter 8 in which the strong statistical properties satisfied by the fast dynamics were ...this time the required assumptions on the fast dynamics follow from the results under the ...

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Pushing Time-of-Flight scanners to the limit

Pushing Time-of-Flight scanners to the limit

... we assigned a very low weight to this additional geometry (1 hundred times lower) with respect to the other range maps. As shown in Figure 6, the result was very convincing closed surface, that followed the ...

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Analog Realization of Arbitrary One-Dimensional Maps

Analog Realization of Arbitrary One-Dimensional Maps

... Undoubtedly, the PUTON is an ideal implementation of the BN when the circuit size and the power efficiency are important. On the other hand, the PUTON is limited in dynamic range and fre- quency response, as mentioned ...

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Limit laws for sums of random exponentials

Limit laws for sums of random exponentials

... infinitesimal time dt, a particle from the ith population, independently of other particles and the past history, with probability | X i | dt may split into two descendants (if X i > 0) or die (if X i < 0); ...

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Enumeration and limit laws of dissections on a cylinder

Enumeration and limit laws of dissections on a cylinder

... Once we obtain the exact enumeration for this families using the associated generating func- tions, we get asymptotic estimates for the coefficients. Asymptotic results for families of rooted maps on arbitrary ...

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A survey of limit laws for bootstrapped sums

A survey of limit laws for bootstrapped sums

... probability limit theorems for these sums without entering into the related theory of boot- strapped empirical processes or into any discussion of the basic underlying statistical ...general, one may ...

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Statistical Methods for Evaluating Biomarkers Subject to Detection Limit

Statistical Methods for Evaluating Biomarkers Subject to Detection Limit

... is one of the primary goals of this ...over time, it is common to analyze the biomarker at each time point separately or choose arbitrarily a summary measure such as change score or slope to ...

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Prescription Drug Time and Dosage Limit Laws

Prescription Drug Time and Dosage Limit Laws

... by time (hours’ or days’ supply) or amount of drug (dosage units or number of ...5 Time or dosage limit laws concerning benefit plans such as general assistance programs for the elderly ...

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Statistical limit point theorems

Statistical limit point theorems

... Proof. If L x is a finite set, say L x = {e 1 ,...,e n }, let D be the countably infinite se- quence {e 1 ,...,e n ,e 1 ,...,e n ,... }. If L x is infinite, we use the separability of the complex plane to find a countably ...

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One block will put your name in the draw one time. Feel free to make more than one. There is no limit.

One block will put your name in the draw one time. Feel free to make more than one. There is no limit.

... One block will put your name in the draw one time. Feel free to make more than one. There is no limit. We will play with several different color ways throughout the year for the block ...

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On a generalization of statistical cluster and limit points

On a generalization of statistical cluster and limit points

... of statistical limit and cluster points defined by ...a time scale, we established a generalization of these notions which are called -limit and -cluster points for a function defined on a ...

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Laws of Large Numbers and Central Limit Theorems

Laws of Large Numbers and Central Limit Theorems

... Laws of Large Numbers (LLN) and Central Limit Theorems (CLT) partially compensate for our inability to compute the …nite or exact distributional properties of our estimates and test stat[r] ...

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Statistical limit superior and limit inferior in intuitionistic fuzzy normed spaces

Statistical limit superior and limit inferior in intuitionistic fuzzy normed spaces

... of statistical convergence, ideal convergence and lacunary statistical convergence have been studied in intuitionistic fuzzy normed ...of statistical limit superior and statistical ...

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Controlling the statistical properties of expanding maps

Controlling the statistical properties of expanding maps

... Understanding the general behaviour in light of these questions will be of help in designing efficient strategies of intervention for the control and management of complex, chaotic systems. We shall initiate the ...

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RENORMALIZATION AND α-limit SET FOR EXPANDING LORENZ MAPS

RENORMALIZATION AND α-limit SET FOR EXPANDING LORENZ MAPS

... LORENZ MAPS YI-MING DING Abstract. We establish a one-to-one correspondence between the renormalizations and proper totally invariant closed sets ...

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Limit laws and automorphism groups of random nonrigid structures

Limit laws and automorphism groups of random nonrigid structures

... logical limit law, but not a zero-one law (unless k = 0 or G is ...in one place of the hierarchy divided by the number of n -element structures in another place always converges to a rational number ...

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