الأحد، 1 ديسمبر 2013

Psychology of Affect -5-


Psychology of Affect -5-

Understanding 


       To understand mathematics better, we need to go further from the actual problem solving action itself. As Schloeglmann and Maasz have argued, the understanding of mathematics needs to be broadened. We need to also emphasize on non procedural mathematics, cultural as well as social components of mathematics among others. Mathematics therefore interacts with many aspects that may alter our emotional well being related to learning in general. For example, the computer has embedded so much with mathematics that it is only possible to understand some areas of mathematics with computer knowledge (Schloeglmann et al., 2006). I will not go into the details of how the learning of other areas directly affects mathematical learning since I have considered how emotions affect our learning capacity in general.

            A challenge that has hindered comprehensive study of the affect psychology has been in the difficulty to accurately measure emotional components that in turn determine affect psychology (Leder, 1992). One area where affective psychology research has been considerably successful has been in addressing disparities in mathematical performance; that result across gender lines (Leder, 1992). The results from these studies have reinforced the belief that individuals have varying needs; which in turn determine the emotions that they experience; which consequently affect mathematical learning (Leder, 1992). This approach has at least helped us understand some aspects of affect psychology; particularly the fact that we all have different needs hence the need of a learning system that favors someone at the individual level while learning mathematics.

            The key in understanding this research is to identify males as a group with some variations in their environmental needs; hence the emotions that they experience from their female counterparts. Initial research on mathematical gender carried out in the 1980’s concluded that disparities in mathematical performance were primarily caused by the following: differences in opportunities to acquire education across gender, gender based biases in mathematical teaching and unfavorable social conditions for females (Leder, 1992). Many efforts were thus adopted to empower women in mathematics by removing disparities, including teaching methods that are gender friendly among other efforts (Leder, 1992). With time however, differences between as well as within genders became more recognized (Leder, 1992). A new approach was thus applied emphasizing on these differences. Unlike the initial approach, the nature of mathematics was skeptically analyzed; as had been proposed by previous generations which were dominated by males. Methods were thus developed to encourage understanding mathematics in different ways, tailored according to one’s beliefs, values and abilities (Rogers et al., 1995). It is now apparent that it was damaging to compel learners understand mathematics in a single manner. This is because people have varying needs; hence varying emotions that affect their learning in different ways.

            As can be seen, the above study differentiated the sample first basing on gender and then differentiated further into even smaller groups based on variations in needs; hence variations in emotional stimulus. The advantage in using such approach would be to escape the difficulty of primarily using data from measurements of affect as the most important data; since this is difficult to obtain. However, we still need to measure affect at least to some extent; in order to establish a relationship. A common approach that is utilized in measuring affect is to use affect that is both stable and easy to measure (Hannula, 2000). A relationship can thus be established between these affect measurements and mathematical success (Hannula). Hannula (2000) carried out surveys to determine the relationship between attitude affect and mathematical success. Analysis of data suggested a proportional relationship of mathematical success to attitude.

             Of interest to researchers has also been the general relation between affect and success. Chapman et al. (2000) noted a possible relation between self ego and success.  A relation has also been suggested between ego and gender. This may explain the advantage of males in mathematics when compared to females. However, these studies have not been satisfactorily confirmed. Moreover, they do not recommend any mitigation that can be applied to boost success. This area will however be explored further; when a possible chain of emotional pattern resulting from a single emotion is considered.

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