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An asymptotic representation of Bahadur type of the
difference of M-estimators &l-fl$-lv'), i-e. of the difference of
mtimators of regression coefficients for the full data set and for the set
from...
Almost sure and moment stability of stochastic partial differential equations
Stochastic partial differenflal equation almost sure stability moment stability
2009/9/21
We study thc almost sure and moment srabilily of
a claxs of srachnstic partial diflerential t?quations and we present an
ioFmite4imansiond vesion of a theorem proved fix stochmastic ordinary
diffcr...
On stability of trimmed sums
Extreme terms lightIy trimmed sums almost sure convergence strong law of large numbers
2009/9/21
Let (X., n 2 1) be a sequence of ii.d. random variables
and let {a,,, n 3 1) and (b,, n 2 I} be sequences of constants where
0 < b,f a. Let Xi1', XIzf, . . ., Xt' be a rearrangement of XI, .. ., X,
...
STABILITY OF TWO FAMILIES OF REAL-TIME QUEUEING NETWORKS
Multiclass queueing networks deadlines,reneging stability fluid models fluid limits
2009/9/18
We study open multiclass queueing networks with renewal
arrival streams and general service time distributions. Upon arrival to the
network, customers from each class are assigned a random deadline...
Queueing networks constitute a large family of stochastic models, involving jobs that enter a network, compete for service, and eventually leave the network upon completion of service. Since the early...
Almost Sure Stability of Linear Ito-Volterra Equations with Damped Stochastic Perturbations
stochastic functional-dierential equations Ito-Volterra equations uniform asymptotic stability pathwise stability simulated annealing
2009/4/29
In this paper we study the a.s. convergence of all solutions of the It^{o}-Volterra equation [ dX(t) = (AX(t) + int_{0}^{t} K(t-s)X(s),ds),dt + Sigma(t),dW(t) ] to zero. $A$ is a constant $dtimes d$ m...
On a role of predictor in the filtering stability
nonlinear filtering stability martingale convergence
2009/4/22
When is a nonlinear filter stable with respect to its initial condition? In spite of the recent progress, this question still lacks a complete answer in general. Currently available results indicate t...
When is a nonlinear filter stable with respect to its initial condition? In spite of the recent progress, this question still lacks a complete answer in general. Currently available results indicate t...
On the Stability and Ergodicity of an Adaptive Scaling Metropolis Algorithm
Adaptive Markov chain Monte Carlo ergodicity Metropolis algorithm stability stochastic approximation
2010/3/19
This paper considers the stability and ergodicity of an adaptive random
walk Metropolis algorithm. The algorithm adjusts the scale of the symmetric
proposal distribution continuously, based on the o...
Gold and International Monetary Stability
Gold International Monetary Stability exchange rate stability
2008/12/17
In this paper I shall consider three aspects of the problem of international
monetary stability, by which I mean exchange rate stability:
(1) Under what conditions is exchange rate stability possibl...
My thesis will be that monetarists, while their criticism ofthe Fed’s
expansionist history has been most welcome and has been instrumental
in the struggle against inflation, do not go far enough. In...
Purchasing Powers and Exchange Rates
In accepting the title assigned for this paper, I do not mean to
agree that the two stabilities necessarily conflict. Often, to be sure,
they do. Countries that...
THE FUTURE OF PRICE STABILITY IN A FIAT MONEY WORLD
PRICE STABILITY FIAT MONEY WORLD economic restructuring—perestroika
2008/12/3
Political and economic restructuring—perestroika—is sweeping the
world, Entire political systems are being restructured. Economic
restructuring is occurring at the country, industry, and firm levels...
PRICE-LEVEL STABILITY, PRICE FLEXIBILITY, AND FISHER’S BUSINESS CYCLE MODEL
PRICE-LEVEL STABILITY PRICE FLEXIBILITY BUSINESS CYCLE MODEL
2008/12/2
In a series of recent papers, De Long and Summers (1986, 1988)
argued that “increased wage and price flexibility can easily be destabilizing
because of the Mundell effect.” They also suggested that
...
PRIVATE FORECASTING AND GOVERNMENT POLICY STABILITY
PRIVATE FORECASTING GOVERNMENT POLICY STABILITY
2008/11/25
PRIVATE FORECASTING AND GOVERNMENT POLICY STABILITY。