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But, the reply submits, the meta-normative claim is false: for a norm to hold, it is sufficient that there is a serious defect suffered by those who violate the norm that is not shared by those who satisfy the norm; it is not also required that there should be advice on which specific action an agent should perform to improve her behaviour.
A functional for a norm on the grid is identified.
Note that universal compliance is not usually needed for a norm to exist.
Igor Douven (2006, 2009) argues for a norm of rational belief.
for a norm in L 2 by ∥ ⋅ ∥ 2 = , for a seminorm in H 1 by | ⋅ | 1, 2 = and for a norm in H 1 by ∥ ⋅ ∥ 1, 2 =.
If they do possess the same concept, then it seems they cannot fail to agree about what it takes for a norm to count as law.
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The independent coordinate representation of general two-dimensional norm contoured distributions which is the basis for a norm-generalization of the polar method is proved in Richter (2015b).
The term fa denotes any guide, aid, or tool for following a norm or making a judgment.
However, Theorems 1 and 3 do not hold for such a norm.
There is no necessary and sufficient condition for being a norm, just a cluster of characteristics that any norm can display to a greater or lesser extent.
We ask whether, for such a norm, there is some map in H1/2(S1;S1) of prescribed topological degree equal to 1 and minimal norm.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com