How To Use Commutative In A Sentence
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His early works range over number theory, statistics, combinatorics, game theory, as well as his principal interest of commutative algebra.
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On the typical serious math paper, say, noncommutative loops over Lie algebra, or real homotopy theory of Kaehler manifolds, or compactification on Calabi-Yau manifolds, my head just starts to spin.
The Cult of Genius
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This defines a type of spacetime uncertainty, or an underlying noncommutative structure to spacetime, for the length propagation to the screen Dy ~ cDt with
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If on the fundamental level of physics there is no space and no time, as many physicists think," says Heller, "noncommutative geometry could be a suitable tool to deal with such a situation.
Assessing Causality
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Or that the entropy difference DS is determined by the noncommutative uncertainty
Can a Really, Really Fast Spacecraft Turn Into A Black Hole? | Universe Today
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Heller's current work focuses on noncommutative geometry and groupoid theory in mathematics which attempts to remove the problem of an initial cosmological singularity at the origin of the universe.
Assessing Causality
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In the 1840s, the Irish mathematician William Hamilton found that multiplication was not commutative in all number systems.
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This is a consequence of large rotations not being commutative in three dimensions, so the averages are not accurate in regions of high variability.
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The method I should use in distributive Justice, [174] I often observe in commutative; [175] and keep a Geometrical proportion in both, whereby becoming equable to others, I become unjust to my self, and supererogate
Religio Medici
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On the typical serious math paper, say, noncommutative loops over Lie algebra, or real homotopy theory of Kaehler manifolds, or compactification on Calabi-Yau manifolds, my head just starts to spin.
The Cult of Genius
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And was circumspectly pyorrhoea into the box, tuscarora my naprosyn medina into an unhearing commute ferryman, tegucigalpa the mac coreidae and homomorphism in a commutative epicurus to our kaput neurobiological.
Rational Review
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The uncertainty Dx, or noncommutative uncertainty principle is an entropy determined result with
Can a Really, Really Fast Spacecraft Turn Into A Black Hole? | Universe Today
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For example, as long as the arguments satisfy the relevant condition ξ, × is idempotent, commutative, and associative, and it interacts with + in conformity with the the following distribution laws:
Wild Dreams Of Reality, 3
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Non-Abelian is a mathematical term for a system with "noncommutative" properties.
Nano Tech Wire
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So, the addition and multiplication we are used to using are commutative.
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We may be informed, for example, that the numbers have a dense linear ordering, that there are associative and commutative operations of addition and multiplication, and so on.
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What are the associative, commutative, distributive, and equality properties?
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I often observe in commutative; and keep a geometrical proportion in both, whereby becoming equable to others, I become unjust to myself, and supererogate in that common principle, “Do unto others as thou wouldst be done unto thyself.”
Religio Medici
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We give an elementary introduction to the soliton and exact solutions in noncommutative field theory.
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These two rules are called the commutative and associative laws for multiplication.
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The law of commutativeness indicates that the order of the combination does not matter, hence AB = BA,
William Stanley Jevons
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In the density-independent case, this multiplication is commutative.
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The term additive combinatorics is also used; however, the sets A being studied need not be sets of integers, but rather subsets of non-commutative groups, for which the multiplication symbol, not the addition symbol, is traditionally used; they can also be subsets of Probabilistic number theory
Citizendium, the Citizens' Compendium - Recent changes [en]
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Heller's current work focuses on noncommutative geometry and groupoid theory in mathematics which attempts to remove the problem of an initial cosmological singularity at the origin of the universe.
Assessing Causality
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This results in not just noncommutative geometry, but nonassociative structure as well.
Can a Really, Really Fast Spacecraft Turn Into A Black Hole? | Universe Today
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This includes many surprising analogues to results in commutative algebra theory, such as the Serre splitting theorem on the existence of free summands and the theorem of Bass on the cancellation of free summands.
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Using a pedagogical approach, the author presents the conceptual foundations of commutative algebra arising from theory.
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Politics and market have substaintial distinction, commutative politics watches itself to have a problem.
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An operation is commutative if you can change the order of the numbers involved without changing the result.