The Use of Numerical and Graphical Statistical Methods in the Analysis of Data on Learning to See Complex Random-Dot Stereograms

Perception ◽  
1978 ◽  
Vol 7 (1) ◽  
pp. 113-118 ◽  
Author(s):  
William S Cleveland ◽  
Roberta Guarino

Several numerical and graphical statistical methods are illustrated in an analysis of data from an experiment that investigated a hypothesis of Julesz that giving a person a priori information about the structure of a complex random-dot stereogram reduces the time needed to perceive it when it is viewed. The data are divided into two groups, one consisting of those observers who received no cue or verbal cues (NV) and the other consisting of those who received verbal-visual cues (VV). A quantile-quantile plot shows that the NV times (mean = 7.6) are longer than the VV times (mean = 5.6). By using probability plots, it is shown that the perception times have an exponential probability distribution. A hypothesis test based upon this distribution is used to show that the differences between the NV and W times has significance slightly below 0.05.


Perception ◽  
1975 ◽  
Vol 4 (2) ◽  
pp. 173-178 ◽  
Author(s):  
John P Frisby ◽  
Jeremy L Clatworthy

Many observers of complex random-dot stereograms find that the depth effect takes several seconds, or even minutes, to develop. Julesz (1971) has noted that giving a priori information to such observers about the nature of the ‘hidden’ cyclopean object appears to facilitate their stereopsis. An experiment is reported which investigated this possible facilitation. Naive subjects were shown a complex stereogram following various kinds of preliminary assistance, ranging from simply telling them about the amount of depth they could expect to see to showing them a full-scale model of the cyclopean object. Surprisingly, no benefit from such assistance could be demonstrated. All observers improved their stereopsis perception times with repeated presentations of the stereogram, showing that they could, in principle, benefit from assistance. A follow-up study three weeks later revealed that a substantial part of this improvement was maintained, indicating that the perceptual learning involved can last for a considerable period of time.



2019 ◽  
Vol 57 (2) ◽  
pp. 41-49
Author(s):  
Vladimir N. Popok ◽  
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Annotation to date has accumulated a large amount of experimental data on the characteristics of thermal decomposition and heat explosion of individual and mixed energy materials. A specific feature of this data is the multidimensional nature-a large number of characteristics and objects, a variety of methods of their definition and description, the availability of qualitative and quantitative characteristics, gaps in data. These results require some processing and systematization in order to obtain reliable empirical or calibration models and methods of describing and predicting the behavior of the materials under external thermal influences. Another task, which is of decisive importance in the practice of using the materials under consideration, is their classification, construction of sensitivity and hazard series, search for analogue and others. An important role in such processing is given to statistical methods of grouping, allowing to reveal the latent structure of data, to organize their grouping on the basis of objective or research characteristics. Grouping allows to reduce to acceptable values dispersion (square of standard deviation) of results of processing of quantitative data and errors of grouping and classification on qualitative or mixed data. To carry out such work, effective statistical methods and programs are developed that allow processing large data arrays (many objects and characteristics-properties) with visualization of results. These methods include correlation, discriminant, factor analysis, clustering, multidimensional scaling and others. The use of a priori information allows in some cases to divide the aggregate of results into groups (clustering) on the grounds, for example, compatibility and thermal resistance of components taking into account active functional groups Compounds of different classes, as is done in relation to the use of nanosized powders of metals and their oxides in mixed energy materials. The similar situation is realized also at establishment of correlation ratios between parameters of thermal durability and heat explosion of energy components and mixes at use of a priori information on formation of molecular Complexes and co-crystallizes between components in compositions. The proposed article presents the results of the application of statistical methods of grouping and classifying individual and mixed energy materials on the basis of analysis of many-dimensional data on their thermal decomposition and thermal explosion.







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