Definition of commensurable in power. Meaning of commensurable in power. Synonyms of commensurable in power

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Definition of commensurable in power

commensurable in power
Commensurable Com*men"su*ra*ble, a. [L. commensurabilis; pref. com- + mensurable. See Commensurate, and cf. Commeasurable.] Having a common measure; capable of being exactly measured by the same number, quantity, or measure. -- Com*men"su*ra*ble*ness, n. Commensurable numbers or quantities (Math.), those that can be exactly expressed by some common unit; thus a foot and yard are commensurable, since both can be expressed in terms of an inch, one being 12 inches, the other 36 inches. Numbers, or Quantities, commensurable in power, those whose squares are commensurable.

Meaning of commensurable in power from wikipedia

- commensurable only in power to the whole; the other part is the apotome. In this definition, two line segments are said to be "commensurable only in power"...
- objects, and a commensurable ratio represents a relation between two collections of discrete objects", but Zeno found that in fact "[quantities] in general are...
- involving the lever. In particular, in extant works attributed to Archimedes, the moment is pointed out in phrasings like: "Commensurable magnitudes (σύμμετρα...
- unit to another, which can be used to evaluate scientific formulae. Commensurable physical quantities are of the same kind and have the same dimension...
- units are not commensurable with any other unit; measurements in arbitrary units cannot be compared with or converted into measurements in any other units...
- consciousness class struggle Cogito ergo sum Cognitive bias Cognitive closure Commensurability Common good Common sense Composition of causes Compossibility Conatus...
- two sides of any equation must be commensurable or have the same dimensions. A person who has calculated the power output of a car to be 700 kJ may have...
- has thus far succeeded in extracting the recipe of the written canon from its visible embodiment, and compiling the commensurable numbers that we know it...
- {\displaystyle M} of multiplicative type. M {\displaystyle M} is unique up to commensurability in G {\displaystyle G} and A {\displaystyle A} is unique up to isogeny...
- that these positions are not commensurable with each other. Several methods have been developed to synthesize arrays in which also the positions represent...