In this study, method for selecting an appropriate nitrogen separation process in the liquefied natural gas (LNG) plant is suggested and its validity is confirmed using a well-known decision making technique of analytic hierarchy process.
By using the multi-criteria decision making technique of Analytic Network Process (ANP), a multi-criteria evaluations of six different energy plants were performed with respect to the major criteria such as technology and sustainability, economical suitability, life quality and socio-economic impacts.
Systems Theory was first formulated in the 1930s and 1940s as a response to the limitations of the classic analysis technique of analytic reduction or the process of dividing a system into separate elements for analysis purpose.
Through the techniques of learning analytics, large sets of educational data can be used to develop a greater understanding of students' online behaviors, engagement patterns, and their learning outcome (Coffrin et al. 2014).
In this section, by using the techniques of approximate solutions, analytic resolvent and fixed point, we prove an existence theorem for the nonlocal problem (1.1) when the nonlocal item g is only continuous in C ( [ 0, b ], X ).
Finally, analysis relates to use of analytic techniques, with reporting of relevant statistical comparisons/differences (or use of appropriate analytic techniques if qualitative) rated more than highly than non-statistical comparisons or descriptive data.
This emphasis on the curve as the object of study provided coherence to what was otherwise a disparate collection of analytic techniques.
Following Dirichlet's exploitation of analytic techniques in number theory, Bernhard Riemann (1826 66) and Pafnuty Chebyshev (1821 94) made substantial progress before the prime number theorem was proved in 1896 by Jacques Hadamard (1865 1963) and Charles Jean de la Vallée-Poussin (1866 1962).
The structures and properties of MCNs were characterized using a variety of analytic techniques.
The algorithm is based on traditional Newton minimization techniques with the benefit of analytic formulas for derivatives.
