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First-hitting-time model
Known as:
%22first passage time%22
, First-hitting-time Models
, First passge time
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Events are often triggered when a stochastic or random process first encounters a threshold. The threshold can be a barrier, boundary or specified…
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Related topics
Related topics
4 relations
Brownian motion
Ecology
Residence time (statistics)
Stochastic process
Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
Review
2017
Review
2017
Book Review
Ashok Kumar V
IEEE Transactions on Reliability
2017
Corpus ID: 10226251
One decade ago, an eminent scholar and practitioner underscored the importance of tackling moral hazards in international…
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2011
2011
COMPARING DESIGNING ACROSS DIFFERENT DOMAINS: AN EXPLORATORY CASE STUDY
Jeff W. T. Kan
,
J. Gero
2011
Corpus ID: 63549081
This paper presents the results of comparing designing across different domains. It is claimed that designing involves…
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2009
2009
Mobile Networks Performance analysis of a cellular mobile network with retrials and guard channels using waiting and first passage time measures
A. Economou
,
M. Lopez-Herrero
Transactions on Emerging Telecommunications…
2009
Corpus ID: 41657272
Most studies of modern cellular mobile networks concern performance measures directly computable from the stationary state…
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2005
2005
THE MARKET PRICE OF CREDIT RISK
K. Giesecke
,
L. Goldberg
2005
Corpus ID: 11016917
We describe the relationship between physical probability of default and prices of credit sensitive securities. Our starting…
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2004
2004
Some Useful Functions for Functional Large Deviations
K. Duffy
,
Mark Rodgers-Lee
2004
Corpus ID: 14460703
Useful descriptions of stochastic models are often provided when they are represented as functions of well understood stochastic…
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2001
2001
Mean First-Passage Time Calculations for the Coil-to-Helix Transition: The Active Helix Ising Model†
Nicolae-Viorel Buchete and
,
J. Straub
2001
Corpus ID: 7677304
The kinetics and thermodynamics of the coil-to-helix transition is studied using a one-dimensional “Zimm−Bragg” Ising model. The…
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2000
2000
Probabilistic Analysis of Renewal Cycles: An Application to a Non-Markovian Inventory Problem with Multiple Objectives
M. Parlar
Operational Research
2000
Corpus ID: 12805060
Many stochastic optimization problems are solved using the renewal reward theorem (RRT). Once a regenerative cycle is identified…
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1995
1995
Rejection rules in theM/G/1 queue
D. Perry
,
S. Asmussen
Queueing Syst. Theory Appl.
1995
Corpus ID: 206789396
We consider aM/G/1 queue modified such that an arriving customer may be totally or partially rejected depending on a r.v. (the…
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1983
1983
A note on first passage time problems for Gaussian processes and varying boundaries
L. Ricciardi
,
Shunsuke Sato
IEEE Transactions on Information Theory
1983
Corpus ID: 45039934
First and second-order approximations to the first passage time conditional probability density function of a stationary Gaussian…
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1975
1975
Stochastic Behavior of 2-Unit Standby Redundant Systems with Imperfect Switchover
T. Nakagawa
,
S. Osaki
IEEE Transactions on Reliability
1975
Corpus ID: 32938098
We discuss two models of 2-unit standby redundant systems with imperfect switchover. In Model I the switch assumes up and down…
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