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Limit of a sequence

Central limit theorem for stationary linear processes generated by linearly negative quadrant dependent sequence

Central limit theorem for stationary linear processes generated by linearly negative quadrant dependent sequence

... Since LNQD is much weaker than NA, and NA is much weaker than independent case, studying the central limit theorems for LNQD fields is of interest. In this article, we establish a CLT (FCLT) for strictly ...

7

Massive main-sequence stars evolving at the Eddington limit

Massive main-sequence stars evolving at the Eddington limit

... Eddington limit by just a few per mille, which is possible because of the high assumed mass-loss rates that imply a slight deviation from hydrostatic equilibrium near the stellar surface ...

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Vol 2014

Vol 2014

... the limit of the squares determines a unique space-filling curve mapping a limit of a sequence of correspondences {f n } : J → B, which came out to be a ...

12

Optimisation of Area Traffic Control for Equilibrium Network Flows

Optimisation of Area Traffic Control for Equilibrium Network Flows

... A mutually consistent calculation to this equilibrium network design problem for area traffic control optimisation can be found as the limit of a sequence of alternate ca[r] ...

230

On the Kolmogorov complexity of continuous real functions

On the Kolmogorov complexity of continuous real functions

... Type-2 theory of effectivity is another framework for studying computability over real numbers, within which the issue of effective representation is addressed. Hence, it provides a theoretical foundation for exact real ...

11

Almost Sure Central Limit Theorem for a Nonstationary Gaussian Sequence

Almost Sure Central Limit Theorem for a Nonstationary Gaussian Sequence

... In a related work, Cs´aki and Gonchigdanzan 5 investigated the validity of 1.2 for maxima of stationary Gaussian sequences under some mild condition whereas Chen and Lin 6 extended it to non-stationary Gaussian ...

10

Limit theorems for delayed sums of random sequence

Limit theorems for delayed sums of random sequence

... Our aim in this article is to establish strong deviation theorems (limit theorem expressed by inequalities, see [5]) of delayed average for the dependent absolutely con- tinuous random variables. By using the ...

8

Analysis of Distribution Generation Influences on the Vol tage Limit Violation Probability of Distribution Line

Analysis of Distribution Generation Influences on the Vol tage Limit Violation Probability of Distribution Line

... voltage limit violation probability of distribution lines. The time-sequence characteristic and randomness of load, wind and photovoltaic (PV) generation are analyzed; the indices and risk levels of voltage ...

7

3. Rough convergence of a sequence of fuzzy numbers

3. Rough convergence of a sequence of fuzzy numbers

... rough limit set of a sequence of fuzzy numbers and obtain the relation between the set of rough limit and the extreme limit points of a sequence of fuzzy ...

7

Impossibility Results for Nondifferentiable Functionals

Impossibility Results for Nondifferentiable Functionals

... Any sequence of statistics with limit distributions has a matching statistic in the limiting normal ...matching sequence of estimators for the original problem of ...

16

On congestion control for nonlinear discrete networks based on successive approximation approach

On congestion control for nonlinear discrete networks based on successive approximation approach

... a sequence of nonhomogeneous linear two-point boundary value (TPBV) ...the limit of the solution sequence of the adjoint vector differential ...solution sequence, we can obtain a suboptimal ...

8

On a stochastic Burgers equation with Dirichlet boundary conditions

On a stochastic Burgers equation with Dirichlet boundary conditions

... We consider the one-dimensional Burgers equation perturbed by a white noise term with Dirichlet boundary conditions and a non-Lipschitz coefficient. We ob- tain existence of a weak solution proving tightness for a ...

12

Improved results in almost sure central limit theorems for the maxima and partial sums for Gaussian sequences

Improved results in almost sure central limit theorems for the maxima and partial sums for Gaussian sequences

... Starting with Brosamler [] and Schatte [], in the last two decades several authors inves- tigated the almost sure central limit theorem (ASCLT) dealing mostly with partial sums of random variables. Some ASCLT ...

15

Review of Michael Dummett, Elements of Intuitionism

Review of Michael Dummett, Elements of Intuitionism

... When discussing the completeness of the intuitionistic continuum, viz., that every constructive Cauchy-sequence of intuitionistic reals has a constructive limit, Dummett rightly stresses[r] ...

6

Advanced Calculus 2nd Edition   Spiegel pdf

Advanced Calculus 2nd Edition Spiegel pdf

... LIMIT SUPERIOR, LIMIT INFERIOR A number l is called the limit superior, greatest limit or upper limit lim sup or lim of the sequence fun g if infinitely many terms of the sequence are gre[r] ...

442

Exponential Penalty Methods for Solving Linear Programming Problems

Exponential Penalty Methods for Solving Linear Programming Problems

... The implication of this theorem is remarkably strong. For any linear programming, the exponential penalty function has a finite unconstrained minimizer for every value of the penalty parameter, and every limit ...

5

Ownership Structure and Efficiency in Large Economies

Ownership Structure and Efficiency in Large Economies

... the limit behavior of Cournot 𝑆-equilibrium production plans of a sequence of private ownership economies and show that, depending on the ownership structure, the equilibria may or may not approach a ...

42

Necessary and sufficient conditions under which convergence
follows from summability by weighted means

Necessary and sufficient conditions under which convergence follows from summability by weighted means

... It is well known that condition (1.1) is necessary and sufficient that every convergent sequence is summable ( N, p) ¯ to the same limit, that is, the weighted mean method in question is regular. We are ...

8

Staggered schemes for all speed flows

Staggered schemes for all speed flows

... For the problems studied here, namely the compressible Navier-Stokes or Euler equations, the realization of the complete program seems out of reach, due to the lack of control (Step (i)) of space translates of the ...

29

Dirichlet Brownian Motions

Dirichlet Brownian Motions

... a limit of both simpler and more com- plicated stochastic ...Gaussian sequence used in Brownian motion constructions is replaced by an exchangeable se- ...

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