A Simple Linear Model for the Performance Evaluation of Cascade Fin Arrays

Author(s):  
Hsin-I Chou ◽  
Jau-Huai Lu
1980 ◽  
Vol 94 (2) ◽  
pp. 407-410 ◽  
Author(s):  
G. F. Collier ◽  
D. C. E. Wurr ◽  
Valerie C. Huntington

SummaryIn tubers of ten potato varieties the incidence of internal rust spot lesions increased and the calcium concentration decreased when the concentration of calcium chloride supplied to the plants fell from 9 to 1 mM. A simple linear model relating the probit transformation of internal rust spot incidence to tuber calcium concentration for each variety showed that there were substantial differences in varietal susceptibility to internal rust spot which were not related to tuber calcium concentration.


1974 ◽  
Vol 17 (4) ◽  
pp. 181-186 ◽  
Author(s):  
Jerome H. Saltzer

1990 ◽  
Vol 19 (2) ◽  
pp. 155-199 ◽  
Author(s):  
Janet Holmes

ABSTRACTThe function of apologies is discussed within the context of a model of interaction with two intersecting dimensions – affective and referential meaning. Apologies are defined as primarily social acts conveying affective meaning. The syntactic, semantic, and sociolinguistic features of apologies are described, based on a corpus of 183 apologies. While apology exchanges divided equally between those which used a combination of strategies and those where a single strategy sufficed, almost all apology exchanges involved an explicit apology. An account is provided of the kinds of social relationships and the range of offenses which elicited apologies in this New Zealand corpus.Apologies are politeness strategies, and an attempt is made to relate the relative “weightiness” of the offense (assessed using the factors identified as significant in Brown and Levinson's model of politeness) to features of the apology strategies used to remedy it. Though some support is provided for Brown and Levinson's model, it is suggested that Wolf-son's “bulge” theory more adequately accounts for a number of patterns in the data. In particular, the functions of apologies between friends may be more complex than a simple linear model suggests. (Apologies, politeness, speech functions, New Zealand English, sociolinguistics, pragmatics)


2021 ◽  
pp. 139-160
Author(s):  
Andy Hector

This chapter moves on from simple ‘one-way’ designs to more complex factorial designs. It extends the simple linear model to include interactions as well as average main effects. Interactions are assessed relative to a null additive expectation where the treatments have no effect on each other. Interactions can be positive, when effects are more than additive, or negative, when they are less than expected. The chapter considers in detail the analysis of an example data set concerning the mechanisms of loss of plant diversity following fertilizer treatment.


2005 ◽  
Vol 9 (4) ◽  
pp. 394-411 ◽  
Author(s):  
M. Goswami ◽  
K. M. O'Connor ◽  
K. P. Bhattarai ◽  
A. Y. Shamseldin

Abstract. The flow forecasting performance of eight updating models, incorporated in the Galway River Flow Modelling and Forecasting System (GFMFS), was assessed using daily data (rainfall, evaporation and discharge) of the Irish Brosna catchment (1207 km2), considering their one to six days lead-time discharge forecasts. The Perfect Forecast of Input over the Forecast Lead-time scenario was adopted, where required, in place of actual rainfall forecasts. The eight updating models were: (i) the standard linear Auto-Regressive (AR) model, applied to the forecast errors (residuals) of a simulation (non-updating) rainfall-runoff model; (ii) the Neural Network Updating (NNU) model, also using such residuals as input; (iii) the Linear Transfer Function (LTF) model, applied to the simulated and the recently observed discharges; (iv) the Non-linear Auto-Regressive eXogenous-Input Model (NARXM), also a neural network-type structure, but having wide options of using recently observed values of one or more of the three data series, together with non-updated simulated outflows, as inputs; (v) the Parametric Simple Linear Model (PSLM), of LTF-type, using recent rainfall and observed discharge data; (vi) the Parametric Linear perturbation Model (PLPM), also of LTF-type, using recent rainfall and observed discharge data, (vii) n-AR, an AR model applied to the observed discharge series only, as a naïve updating model; and (viii) n-NARXM, a naive form of the NARXM, using only the observed discharge data, excluding exogenous inputs. The five GFMFS simulation (non-updating) models used were the non-parametric and parametric forms of the Simple Linear Model and of the Linear Perturbation Model, the Linearly-Varying Gain Factor Model, the Artificial Neural Network Model, and the conceptual Soil Moisture Accounting and Routing (SMAR) model. As the SMAR model performance was found to be the best among these models, in terms of the Nash-Sutcliffe R2 value, both in calibration and in verification, the simulated outflows of this model only were selected for the subsequent exercise of producing updated discharge forecasts. All the eight forms of updating models for producing lead-time discharge forecasts were found to be capable of producing relatively good lead-1 (1-day ahead) forecasts, with R2 values almost 90% or above. However, for higher lead time forecasts, only three updating models, viz., NARXM, LTF, and NNU, were found to be suitable, with lead-6 values of R2 about 90% or higher. Graphical comparisons were made of the lead-time forecasts for the two largest floods, one in the calibration period and the other in the verification period.


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