Sentence examples for be generalized in other from inspiring English sources
The proposed approach should be generalized in other cities to develop an appropriate model to understand the various effects of policies on energy and CO2 emissions.
Limitations of this study, the extent to which the test results can be generalized in other industries, qualitative assessments in a broader context, and areas for further study are also discussed.
The square can also be generalized in other two-dimensional or multi-dimensional objects extending in breadth and depth the original Aristotelian theory.
Therefore, finding a method to decide the optimal number of variables is necessary so that the proposed variable selection method can be generalized in other applications.
Having obtained results from Salmonella analysis that supported the hypothesis of genetic boundary, we wanted to know if findings from Salmonella could be generalized in other bacteria.
Conversely, we added to the Galaxy 'get data' menu, a tool that retrieves data through gbgff dumper packaged with GBrowse 2. This concept has been extended to GreenPhylDB and could be generalized in other systems supporting the Banana Genome Hub, in line with other initiatives (45).
The original notion of a Leavitt path algebra for row-finite graphs has been generalized in other ways as well, including: the construction of Leavitt path algebras for separated graphs; Cohn path algebras; Kumjian Pask algebras of higher ranks graphs; Leavitt path rings; and more.
Second, the study population consisted of Japanese men and women; therefore, it is uncertain whether these findings are generalized in other ethnic groups.
Our reconstruction module is based on second order statistics which can be generalized in the use other statistical features.
Furthermore, these linearization methods can be generalized in order to incorporate other ergonomic measures in tabulated forms into assembly line design problems.
Among other things, these properties allow exponentials of e to be generalized in a natural way to other types of exponents, such as complex numbers or even matrices, while coinciding with the familiar meaning of exponentiation with rational exponents.
