algebra oor Sjinees

algebra

/ˈæl.dʒɪ.bɹə/, /'ældʒɪbrə/, /ˈæl.dʒə.bɹə/ naamwoord
en
(uncountable, mathematics) A system for computation using letters or other symbols to represent numbers, with rules for manipulating these symbols.

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代数学

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study of algebraic structures
This system “not only simplified calculation of all sorts but made possible the development of algebra,” writes Lunde.
历史家伦德指出,进位制“不但简化了各种运算方法,也有助于发展出代数学”。
en.wiktionary.org

代数

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zh
system for computation
She sat two rows behind me in algebra last year.
去年 的 代数 课上 她 就 坐在 我 后面 两排
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代數

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zh
system for computation
Many pupils are poor at algebra.
很多小学生学不好代数
en.wiktionary2016

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代數學 · 代数式 · 代數式

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Algebra

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Consequently, Scott domains are in a sense "almost" algebraic lattices.
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The idea of the graphic representation of complex numbers had appeared, however, as early as 1685, in Wallis's De Algebra tractatus.
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We're studying algebra tonight, Roosevelt Hotel, 9:00.
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Therefore, the MOR scheme is insecure when based on a finite associative algebra in quantum computation.
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Rather than limiting this publication to a study of controversy, we would like to show that it is inscribed in a larger context of the redefinition of algebra, which this debate illuminates.
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General category theory, an extension of universal algebra having many new features allowing for semantic flexibility and higher-order logic, came later; it is now applied throughout mathematics.
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Its benefit is that by re-expressing problems in terms of multilinear algebra, there is a clear and well-defined 'best solution': the constraints the solution exerts are exactly those you need in practice.
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In the mathematical fields of order and domain theory, a Scott domain is an algebraic, bounded-complete cpo.
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In fact, since R is the Lie algebra of the Lie group of all positive real numbers under multiplication, the ordinary exponential function for real arguments is a special case of the Lie algebra situation.
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This is necessary and sufficient for star because the top element 1 of a Heyting algebra is its only reflexive element, and is transitive as well as greater or equal to every element of the algebra.
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General relativity is unquestionably Einstein's masterpiece, a theory which reveals the workings of the universe at the grandest scales, capturing in one beautiful line of algebra everything from why apples fall from trees to the beginning of time and space.
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Niels Henrik Abel, a Norwegian, and Évariste Galois, a Frenchman, proved that there is no general algebraic method for solving polynomial equations of degree greater than four (Abel–Ruffini theorem).
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However, these operations are so important in SQL, that modern treatments of relational algebra include them. 2.3.
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Peter May, "A Concise Course in Algebraic Topology" : chapter 6 defines and discusses cofibrations, and they are used throughout Ronald Brown, "Topology and Groupoids" ; Chapter 7 is entitled "Cofibrations", and has many results not found elsewhere.
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After one year, state data revealed that our scores have grown by 171 percent in Algebra and 107 percent in literature.
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� Net emissions is the amount resulting from the algebraic sum of anthropogenic GHGs emissions by sources and removals by sinks and it is expressed in CO2 equivalent.
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Grassmann then showed that once geometry is put into the algebraic form he advocated, the number three has no privileged role as the number of spatial dimensions; the number of possible dimensions is in fact unbounded.
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If you had studied mathematics to the point of being an expert in algebra or calculus, would you revert to counting on your fingers and toes? —Compare 2 Peter 2:20-22.
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Since any Boolean algebra is a distributive lattice, this shows the desired implication.
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Further down, you start getting into pre-algebra and early algebra.
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The value for the expected net emissions shall be the algebraic sum of anthropogenic emissions by sources and removals by sinks from the land use, land-use change and forestry sector of the greenhouse gases listed in Annex A that are expected to be accounted for during the commitment period to which it is applied; the value shall be expressed in gigagrams of carbon dioxide equivalent.]
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If k is algebraically closed, for example the field of complex numbers, a non-constant polynomial is irreducible if and only if it is linear, of the form t − a, for some element a of k.
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For this purpose, recall the following theorem: For any ideal I of a Boolean algebra B, the following are equivalent: I is a prime ideal.
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Canonical Kripke models play a role similar to the Lindenbaum–Tarski algebra construction in algebraic semantics.
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Gibbs then sought to publicize Grassmann's work, stressing that it was both more general and historically prior to Hamilton's quaternionic algebra.
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202 sinne gevind in 11 ms. Hulle kom uit baie bronne en word nie nagegaan nie.