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See also G E Rational argumentation based on values and alternatives A method supporting rational argumentation in relation to alternatives and values is used in the preliminary flood risk assessment.
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One of the seven rectangles (E) is rational, and the others can be paired up naturally using conjugates (A&D, B&C, F&G) and yet they all fit together.
However, as an interpretation of Kant, constructivism purports to be an alternative to both realism (e.g., rational intuitionism) and antirealism (e.g., sentimentalism).
Theme 5 addresses the usefulness (or the need) to consider WNA in connection with (or as the needed basis for) the transition to other kinds of numbers (e.g., rational numbers) or with other areas of mathematics, traditionally separated from arithmetics (e.g., algebra, geometry, modelling).
Finally, we believe our hypothesis and results may release some of the tension between cognitive modelers that consider worst-case intractability a secondary issue (e.g., rational analysis) and those who do not.
Cognition is responsible for higher mental states (e.g., rational thinking, planning), which are often of a kind that allow for introspection and consciousness.
Accurate force fields are essential for producing reliable simulations, and subsequently important for several fields of applications (e.g. rational drug design and biomolecular modeling).
Some have tried to argue that Aristoxenus is refashioning Pythagoreanism in order to make it more rational (e.g., Kahn 2001, 70; Zhmud 2012b, 228), but Aristoxenus, in fact, recognizes the non-rational dimension of Pythagoreanism and Pythagoras' eating of kids and suckling pigs may itself have religious motivations (Huffman 2012b).
The "logic of domination" then dictates that those on the superior side (e.g., men, rational beings, humans) are morally entitled to dominate and utilize those on the inferior side (e.g., women, beings lacking in rationality, non-humans) as mere means.
We also included STEs due to improper drug selection or when treatment had been rational (e.g. first line treatment not effective).
Model types and complexity: Both the steady-state or transient behavior of models with nonlinear kinetics, ranging from polynomial (mass-action kinetics) to rational (e.g. Michaelis-Menten or Hill kinetics), can be analyzed.
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