How to use algebra in a sentence

Examples of algebra by meaning

More sentences with algebra

• The zeroes of a polynomial are its roots by the fundamental theorem of algebra.From the entry zero
• D+ was my final grade in honors algebra 2, so I passed.From the entry D+
• The Lindenbaum-Tarski algebra of propositional classical logic is a Boolean algebra.From the entry classical logic
• You better crack open that algebra textbook if you plan on passing your mid-term exam.From the entry crack open
• The development of homological algebra was closely intertwined with the emergence of category theory.From the entry homological algebra
• This algebra problem may look very easy at first glance, but looks can be deceiving.From the entry looks can be deceiving
• I get algebra, but calculus eludes me.From the entry elude
• Algebra is typically a prerequisite for physics.From the entry prerequisite
• A Boolean algebra is a De Morgan algebra which also satisfies the law of excluded middle and the law of noncontradiction.From the entry Boolean algebra
• Because of their connection with both homology and cohomology, chain complexes are an important topic of study in homological algebra.From the entry homology
• Although algebraic topology primarily uses algebra to study topological problems, using topology to solve algebraic problems is sometimes also possible.From the entry algebraic topology
• How well up are you on algebra?From the entry well up
• The superconformal algebra can be realized on supertwistor space.From the entry supertwistor
• After completing the last lesson, the student should be on “talking terms” with anyone who discusses the subject of algebra.From the entry on talking terms
• The students dutifully worked through two pages of algebra problems.From the entry work through
• If a Grassmann algebra’s first grade consists of vectors of dimension n, then the algebra has n grades and 2ⁿ dimensions.From the entry Grassmann algebra
• The notion of chain complex is central to homological algebra.From the entry homological algebra
• Every σ-algebra has a μ-completion: if a σ-algebra is complete, then it is equal to its μ-completion, otherwise it is contained by its μ-completion.From the entry μ-completion
• For every Boolean algebra there is a Boolean ring corresponding to it. The prime spectrum of a Boolean ring is a Stone space.From the entry Stone space
• The three main branches of algebraic graph theory involve the use of linear algebra, the use of group theory and the study of graph invariants.From the entry algebraic graph theory
• Euler angles can also represent the orientation of a mobile frame of reference in physics or the orientation of a basis in 3-dimensional linear algebra.From the entry Euler angle
• The set of divisors of 30, with binary operators: g.c.d. and l.c.m., unary operator: division into 30, and identity elements: 1 and 30, forms a Boolean algebra.From the entry Boolean algebra
• Every finite dimensional central simple algebra has a splitting field: moreover, if said CSA is a division algebra, then a maximal subfield of it is a splitting field.From the entry splitting field
• There are elegant theorems and deep connections with polytopes, polyhedra, combinatorics, commutative algebra, symplectic geometry, and topology.2024, David A. Cox, John B. Little, Henry K. Schenck, Toric Varieties, American Mathematical Society, →ISBN. From the entry toric
• But alas, our education system seems to think finding our soulmates isn't as essential as algebra.2024 April 8, Lydia Wang, Morgan Sullivan, Rachel Varina, “24 Best Hinge Prompts to Actually Help Your Matches Get to Know You”, in…. From the entry quadratic equation
• We prove that assosymmetric algebras under Jordan product are Lie triple.2016, A.S. Dzhumadil'daev, “Assosymmetric algebras under jordan product”, in arXiv. From the entry assosymmetric
• This implies that the corresponding Hilbert-Kunz multiplicity for the binoid algebras does not depend on the characteristic..2016, Bayarjargal Batsukh, “Hilbert-Kunz theory for binoids”, in arXiv. From the entry binoid
• We also prove some new results about gendo-symmetric algebras using the theory of bocses..2016, Rene Marczinzik, “A bocs theoretic characterization of gendo-symmetric algebras”, in arXiv. From the entry bocses
• We develop here the algebra of the differential field of transseries and of related valued differential fields.2015, Matthias Aschenbrenner, Lou van den Dries, Joris van der Hoeven, “Asymptotic Differential Algebra and Model Theory of Transseries”…. From the entry transseries
• We obtain as a corollary that plactic monoids for any semisimple Lie algebra satisfy homological finiteness properties..2015, Nohra Hage, “Finite convergent presentations of plactic monoids for semisimple lie algebras”, in arXiv. From the entry plactic
• Our construction unifies quasitriangular and coquasitriangular Hom-Hopf algebras and Hom-Yetter-Drinfeld modules.2015, Daowei Lu, “The braided monoidal structure on the category of Hom-type Doi-Hopf modules”, in arXiv. From the entry coquasitriangular
• The subconstituent algebra is now popularly referred to as the "Terwilliger" algebra.2008, Terwilliger Algebras of Wreath Products of Association Schemes, →ISBN. From the entry subconstituent
• A natural question is whether B is a central Galois algebra with Galois group K.2004, George Szeto, Liangyong Xue, “On Central Galois Algebras of a Galois Algebra”, in Alberto Facchini, Evan Houston, Luigi Salce…. From the entry Galois group
• Algebra is not a spoken language like French or Spanish, it is a math language.2001, Edward Zaccaro, chapter 1, in Real World Algebra. From the entry spoken
• The symplectic group acts by conjugation on itself and on its Lie algebra.2001, V. I. Arnol'd, A. B. Givental', “Symplectic Geometry”, in G. Wassermann, transl., edited by V. I. Arnol'd and S. P. Novikov…. From the entry symplectic group
• In the early days, matrix theory and linear algebra were used to analyze adjacency matrices of graphs.1997, Fan R. K. Chung, Spectral Graph Theory, American Mathematical Society, page 1. From the entry graph
• As we recall, a Hurwitz algebra is a composition algebra with unit element.1995, Susumo Okubo, Introduction to Octonion and Other Non-Associative Algebras in Physics, Cambridge University Press, page 40. From the entry Hurwitz algebra
• Clavius's treatise is, first of all, reckoned as one of the textbooks of cossist algebra.1989, Chikara Sasaki, Descartes's Mathematical Thought, page 90. From the entry cossist
• In this chapter we shall study the structure of semiprime alternative algebras.1982, K. A. Zhevlakov, A. M. Slin'ko, I. P. Shestakov, A. I. Shirshov, translated by Harry F. Smith, Rings That Are Nearly Associative…. From the entry semiprime

Meaning of algebra

1. noun Elementary algebra: A system for representing and manipulating unknown quantities (variables) in equations.
2. noun Abstract algebra: A broad field of study in modern mathematics (often mentioned alongside analysis) loosely characterized by its concern for abstraction and symmetry, dealing with the behavior, classification, and application of a large class of objects (called algebraic structures) and the maps between them (called, most generally, morphisms).
3. noun A universal algebra.

Full definition of algebra

More about algebra

• Meaning of algebra
• Plural of algebra
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• Algebra in Urdu

Questions about algebra in a sentence

How do you use algebra in a sentence?

Algebra is used as a noun. For example: “The zeroes of a polynomial are its roots by the fundamental theorem of algebra.”

What is a short sentence with algebra?

“Algebra is typically a prerequisite for physics.”

What does algebra mean?

Algebra means elementary algebra: A system for representing and manipulating unknown quantities (variables) in equations.