Markov processes are an important ingredient in a variety of stochastic applications. Notable instances include queueing systems and traffic processes offered to them. This paper is concerned with ... System Technical Journal 63:7 ( 1984 ), 1283 - 1310 . Jagerman , D.L. and Melamed , B. , The transition and autocorrelation structure of TES processes . Part I: General theory , Stochastic Models 8:2
it! Fuck! Pushing the worthless newspaper aside, I glare at the clock on the radio where that cheerful DJ bitch, Delilah, was introducing the next song and I swear if it’s Norah Jones, I’ll beat her ... leaching automated-calling fuckers! Calls your phone and you answer and nothing, just nothing, what’s the goddamn point? Wait! Something on the other end of the line, a choked hiccup or… “Hello?” A woman on
1 . 564, quite different to the previously assumed locality scaling law ∼ σ l 4 / 3, where σl is the pair separation. Consequently, the foundations of turbulent pair diffusion theory are re-examined ... approximately locally like, K l; p sl 1p=2, in the range 1 < p 3. The theory also predicts that the existence of the local and non-local diffusional processes can be demonstrated in principle by islolating
Consider a branching diffusion process on R1 starting at the origin. Take a high level u>0 and count the number R(u,n) of branches reaching u by generation n. Let Fk,n(u) be the probability P(R(u,n ... Journal of Applied Mathematics and Stochastic Analysis TREE-INDEXED PROCESSES: A HIGH LEVEL CROSSING ANALYSIS 1 MARK KELBERT 0 1 0 YURI SUHOV DPMMS, University of Cambridge , Wilberforce Road
Follow this and additional works at: http://scholarship.claremont.edu/hmnj Part of the Statistics and Probability Commons Recommended Citation The Questionable Probability Theory Behind The Strange ... atural phen om ena ar " Probability and Determinism, " American Journal of ran ge themselves approximately." Physics, 1957; a classical and beautifu l exposition can be found in the early wo rk Thiorie
AutoRegressive Modular (ARM) processes are a new class of nonlinear stochastic processes, which can accurately model a large class of stochastic processes, by capturing the empirical distribution and ... paper, we assume that all stochastic processes are defined over some probability space, (f, 5, P). 2.1 TES Processes In order to fix the ideas and keep the presentation concise, we shall focus on the
Poisson processes, through which sensors are distributed in a plane, is derived. A probability condition is established for data redundancy among closely located sensor nodes. The model generates a spatial ... . [3] Peter J. Diggle , Spatio-temporal point processes: Methods and application , Monograph on Statistics and Applied Probability 107 , Chapman and Hall/CRC, pages 1 - 45 , 2007 . [4] Y. Gao , K. Wu and
Given a strongly connected directed graph D, let S_D denote the set of all stochastic matrices whose directed graph is a spanning subgraph of D. We consider the problem of completely describing the ... a brief overview of the theory of stochastic complementation here (see [ 19 ] for a more in-depth discussion and rigorous proofs). Suppose that we have an irreducible stochastic matrix A with
The computation of ruin probability is an important problem in the collective risk theory. It has applications in the fields of insurance, actuarial science, and economics. Many mathematical models ... provided. Collective risk theory; Gamma distribution; Ruin probability; Simulation - To study the probability of ruin, many models have been proposed and investigated. These models include the classical
. Furthermore, we build the interference model by stochastic geometric theory and then derive the expression between outage probability and cumulative interference. According to the expression, we adjust the ... outage probability, which is the theoretical support for power control algorithm. Therefore, according to the randomness, stochastic-geometry theory is applied to build the system model and then deduce the
. Furthermore, we build the interference model by stochastic geometric theory and then derive the expression between outage probability and cumulative interference. According to the expression, we adjust the ... probability, which is the theoretical support for power control algorithm. Therefore, according to the randomness, stochastic-geometry theory is applied to build the system model and then deduce the expression
significantly on both sides. Nevertheless, the application of readiness theory to the case study also gives rise to a number of questions regarding the theory's hypotheses and scientific status. ... of the Helsinki process in the Aceh conflict demonstrates that readiness theory enables us to identify and map many more factors that influence conflict resolution processes than any other theory in
adaptations in radical scavenging and DNA repair may reduce the biological consequences of DNA damage formed by endogenous processes and ionizing radiation. Sensitivity studies were conducted to identify ... cancer obtained with the stochastic and deterministic 3-stage cancer model, respectively. The dashed curve shows the predicted lifetime probability for radiation alone (i.e., Σ ecnomdoplex = Σ esnindgole
intersectionality of gender and race may change explanations of criminal behavior. Specifically, how knowledge of gender and race literatures may interact to inform Agnew’s general strain theory. ... help to shape or formalize an individual’s identity which contributes to his or her propensity for crime through strain. Broidy and Agnew (1997) proposed that the processes of general strain theory may
Consider an insurance company which is allowed to invest into a riskless and a risky asset under a constant mix strategy. The total claim amount is modeled by a non-standard renewal risk model with ... probability The non-standard renewal risk model with dependence structure and stochastic return is also considered by Li [] and Fu and Ng []. They described the price process of the investment portfolio as
Empirical evidence reveals that contagion processes often occur with competition of simple and complex contagion, meaning that while some agents follow simple contagion, others follow complex ... contagion exhibits a continuous phase transition between an epidemic phase and a disease free phase for a critical value of the infection probability. The other class of contagion processes is complex
A novel first-generation stochastic gene episilencing (STEP1) model is introduced for quantitatively characterizing the probability of in vitro epigenetically silencing (episilencing) specific tumor
check that the solutions of the equation belong to a suitable space of stochastic processes, instead of searching for an appropriate Lyapunov functional. This gives us possibilities to study moment ... and -stability, where we relate specially defined spaces of stochastic processes to different kinds of stochastic Lyapunov stability. Let us remark that the role of the definitions and results
New research data for low-dose, low- linear energy transfer (LET) radiation-induced, stochastic effects (mutations and neoplastic transformations) are modeled using the recently published NEOTRANS3 ... shape. Stochastic Thresholds and Nonlinear Dose-Response Curves Many stressor-induced biological processes likely have dose thresholds. It is a common view that DNA repair activation requires a damage
Mindblind, 18 ADVANCES IN GROUP PROCESSES 99 (2001). 3. Id. at 129; see also HENRY M. WELLMAN, THE CHILD'S THEORY OF MIND ( 1990 ). 4. See Andrew N. Meltzoff & M. Keith Moore , Imitation of Facial and Manual ... remarkable. However, ToM has both mundane cognitive roots and non-human manifestations. In fact, the phrase "theory of mind" was first used in an article describing "Ph.D. University of Chicago; A.B. Harvard