commensurable การใช้

• The components of the vector are commensurable ( in duration ).
• The invariant trace field of Fuchsian groups is stable under taking commensurable groups.
• Further, every resultant is clearly traceable in its components, because these are homogeneous and commensurable.
• If this is instrumental, every theory that refers to the same language of observation will be commensurable.
• More generally if two groups are commensurable then one is hyperbolic if and only if the other is.
• If lattices are incommensurable, friction was not observed, however, if the surfaces are commensurable, friction force is present.
• The exposition of the theory of proportions that appears in Book VII of The Elements reflects the earlier theory of ratios of commensurables.
• The dihedral angle of a tetrahedron is not commensurable with 2; consequently, a hole remains between two faces of neighboring tetrahedra.
• A consequence of Mostow rigidity of interest in geometric group theory is that there exists hyperbolic groups which are commensurable to each other.
• There exists examples which are not commensurable to any of the previous constructions ( for instance groups acting geometrically on hyperbolic buildings ).
• They are not cocompact, and any arithmetic Kleinian group which is not commensurable to a conjugate of a Bianchi group is cocompact.
• This process can be formalized as a multiobjective optimization problem where non-commensurable objectives have to be maximized ( or minimized ).
• Some authors use the terms "'commensurate "'and " commensurable " for commensurable and widely commensurable respectively.
• Some authors use the terms "'commensurate "'and " commensurable " for commensurable and widely commensurable respectively.
• Some authors use the terms "'commensurate "'and " commensurable " for commensurable and widely commensurable respectively.
• With this definition, to the algebraic group \ mathrm G is associated a collection of " discrete " subgroups all commensurable to each other.
• Alan Brown suggests that Berlin ignores the fact that values are indeed commensurable as they can be compared by their varying contributions towards the human good.
• To rephrase : when theories are incommensurable, they cannot rule each other out, and when theories are commensurable, they cannot rule each other out.
• The next step was taken by Eudoxus of Cnidus, who formalized a new theory of proportion that took into account commensurable as well as incommensurable quantities.