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Statistical estimation of simultaneous equation econometric modelsSrivastava, V K January 1972 (has links)
Simultaneous equation econometric models
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Contributions to the theory of order statistics for the case of independent and dependent randon variablesSrivastava, Leela 07 1900 (has links)
Theory of order statistics for the case of independent and dependent randon variables
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Contributions to sampling theory and inferences for incompletely specified models using preliminary tests of significanceShukla, Narendra Deva 05 1900 (has links)
Sampling theory and inferences
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Some problems of non-response and measurement errors in sample surveysSaxena, Raghu Raj January 1981 (has links)
Measurement errors in sample surveys
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Some inferences in a component of variance model using preliminary tests of significanceSrivastava, Rajendra Kumar 06 1900 (has links)
variance model using preliminary tests of significance
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Some contributions to dynamic programmingShenoy, G V 11 1900 (has links)
Dynamic programming
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Taxation of land with special reference to IndiaHamarajakshi 08 1900 (has links)
Taxation of land
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A study of replacement modelsBhogle, Sharad Gangadhar January 1981 (has links)
Replacement models
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Quadratic Hedging with Margin Requirements and Portfolio ConstraintsTazhitdinova, Alisa January 2010 (has links)
We consider a mean-variance portfolio optimization problem, namely, a problem of minimizing the variance of the final wealth that results from trading over a fixed finite horizon in a continuous-time complete market in the presence of convex portfolio constraints, taking into account the cost imposed by margin requirements on trades and subject to the further constraint that the expected final wealth equal a specified target value. Market parameters are chosen to be random processes adapted to the information filtration available to the investor and asset prices are modeled by Itô processes. To solve this problem we use an approach based on conjugate duality: we start by synthesizing a dual optimization problem, establish a set of optimality relations that describe an optimal solution in terms of solutions of the dual problem, thus giving necessary and sufficient conditions for the given optimization problem and its dual to each have a solution. Finally, we prove existence of a solution of the dual problem, and for a particular class of dual solutions, establish existence of an optimal portfolio and also describe it explicitly. The method elegantly and rather straightforwardly constructs a dual problem and its solution, as well as provides intuition for construction of the actual optimal portfolio.
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Statistical Inference on Stochastic GraphsHosseinkashi, Yasaman 17 June 2011 (has links)
This thesis considers modelling and applications of random graph processes.
A brief review on contemporary random graph models and a general Birth-Death
model with relevant maximum likelihood inference procedure are provided in chapter
one. The main result in this thesis is the construction of an epidemic model by
embedding a competing hazard model within a stochastic graph process (chapter
2). This model includes both individual characteristics and the population connectivity
pattern in analyzing the infection propagation. The dynamic outdegrees and
indegrees, estimated by the model, provide insight into important epidemiological
concepts such as the reproductive number. A dynamic reproductive number based
on the disease graph process is developed and applied in several simulated and actual
epidemic outbreaks. In addition, graph-based statistical measures are proposed
to quantify the effect of individual characteristics on the disease propagation. The
epidemic model is applied to two real outbreaks: the 2001 foot-and-mouth epidemic
in the United Kingdom (chapter 3) and the 1861 measles outbreak in Hagelloch,
Germany (chapter 4). Both applications provide valuable insight into the behaviour
of infectious disease propagation with di erent connectivity patterns and human
interventions.
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