İngilizce - Türkçe
algebraic teriminin İngilizce Türkçe sözlükte anlamı
- {s} cebir
- cebirsel
- algebraic equation
- cebirsel denklem
- algebraic expression
- cebirsel terim
- algebraic function
- cebirsel fonksiyon
- algebraic operation
- cebirsel işlem
- algebraic symbol
- cebirsel sembol
- algebraic number
- cebirsel sayı
- algebraic calculus
- cebir hesabı
- algebraic calculus
- cebirsel hesap
- algebraic extension of a field
- (Matematik) cebirsel cisim genişlemesi
- algebraic form
- cebirsel bicim, Kartezyen bicim
- algebraic manipulation
- cebirsel islem
- algebraically
- cebirsel olarak
- conjugate algebraic number
- eşlenik cebirsel sayı
- linear algebraic equation
- doğrusal cebirsel denklem
- algebraically
- (Matematik) cebirsel yöntemle
- conjugate algebraic numbers
- (Matematik) eşlenik cebirsel sayılar
İlgili Terimler
İngilizce - İngilizce
algebraic teriminin İngilizce İngilizce sözlükte anlamı
- Which is a root of some polynomial
- Describing squares by file (referred to in intrinsic order rather than by the piece starting on that file) and rank, both with reference to a fixed point rather than a player-dependent perspective
- or function Containing only numbers, letters, and arithmetic operators
- Of, or relating to, algebra
- {a} pertaining to algebra
- Defined by the basic algebra operations of addition, subtraction, multiplication (including powers), and division
- of or relating to algebra; "algebraic geometry"
- A type of chess notation which uses a grid with coordinates, employing letters and numbers, to describe squares on a chessboard
- A type of load instruction that places the sign-extended memory value in the destination register
- {s} involving or according to the laws of algebra
- Algebraic equations, expressions, and principles are based on or use algebra. adj. algebra and algebraic structures algebraic equation algebraic geometry algebraic topology
- of, or relating to algebra
- Of or pertaining to algebra; containing an operation of algebra, or deduced from such operation; as, algebraic characters; algebraical writings
- of or relating to algebra; "algebraic geometry
- containing only numbers, letters and arithmetic operators
- algebraic equation
- A mathematical equation in which one or both sides is an algebraic expression, such as 2x + 7y = 3
- algebraic function
- Any function that only uses the operations of addition, subtraction, multiplication, division and raising to a rational power
- algebraic geometer
- A mathematician who specializes in algebraic geometry
- algebraic geometers
- plural form of algebraic geometer
- algebraic geometry
- a branch of mathematics that studies solutions of systems of algebraic equations using both algebra and geometry
- algebraic integer
- A number (real or complex) which is a solution to an equation of the form x^n + a_1x^{n-1} + ... + a_n = 0 for some set of integers a_1 through a_n
- algebraic integers
- plural form of algebraic integer
- algebraic number
- A complex number that is a root of a polynomial equation with rational coefficients
- algebraic number theory
- The subfield of number theory where algebraic numbers are studied using algebra
- algebraic numbers
- plural form of algebraic number
- algebraic structure
- One or more sets together with a set of operations such that the sets are closed under the operations and are satisfying some axioms
- algebraic topology
- That branch of topology that associates objects from abstract algebra to topological spaces
- algebraic equation
- Mathematical statement of equality between algebraic expressions. An expression is algebraic if it involves a finite combination of numbers and variables and algebraic operations (addition, subtraction, multiplication, division, raising to a power, and extracting a root). Two important types of such equations are linear equations, in the form y = ax + b, and quadratic equations, in the form y = ax^2 + bx + c. A solution is a numerical value that makes the equation a true statement when substituted for a variable. In some cases it may be found using a formula; in others the equation may be rewritten in simpler form. Algebraic equations are particularly useful for modeling real-life phenomena
- algebraic expression
- mathematical expression utilizing letters and other symbols often in equation form
- algebraic formula
- algebraic rule or principle
- algebraic geometry
- Study of geometric objects expressed as equations and represented by graphs in a given coordinate system. In contrast to Euclidean geometry, algebraic geometry represents geometric objects using algebraic equations (e.g., a circle of radius r is defined by x^2 + y^2 = r^2). Objects so defined can then be analyzed for symmetries, intercepts, and other properties without having to refer to a graph
- algebraic language
- an algorithmic language having statements that resemble algebraic expressions
- algebraic number
- root of an algebraic equation with rational coefficients
- algebraic number
- A number is algebraic if it is a solution to a polynomial equation: anxn + an-1xn-1 + an-2xn-2 + a0 = 0 where all of the coefficients ai are integers Learn more about algebraic and transcendental numbers at Cut the Knot
- algebraic number
- A number that can be the solution of an algebraic equation; a number that is not transcendental
- algebraic number
- A number that is a root of a polynomial equation with rational coefficients
- algebraic number
- Any solution of a polynomial equation of one variable whose coeffients are in a specific field (usually the rational numbers Q)
- algebraic numbers
- numbers used in algebraic equations (Mathematics)
- algebraic topology
- Field of mathematics that uses algebraic structures to study transformations of geometric objects. It uses functions (often called maps in this context) to represent continuous transformations (see topology). Taken together, a set of maps and objects may form an algebraic group, which can be analyzed by group-theory methods. A well-known topic in algebraic topology is the four-colour map problem
- algebra and algebraic structures
- Generalized version of arithmetic that uses variables to stand for unspecified numbers. Its purpose is to solve algebraic equations or systems of equations. Examples of such solutions are the quadratic formula (for solving a quadratic equation) and Gauss-Jordan elimination (for solving a system of equations in matrix form). In higher mathematics, an "algebra" is a structure consisting of a class of objects and a set of rules (analogous to addition and multiplication) for combining them. Basic and higher algebraic structures share two essential characteristics: (1) calculations involve a finite number of steps and (2) calculations involve abstract symbols (usually letters) representing more general objects (usually numbers). Higher algebra (also known as modern or abstract algebra) includes all of elementary algebra, as well as group theory, theory of rings, field theory, manifolds, and vector spaces
- linear algebraic
- of, or relating to linear algebra
- algebraically
- {a} by means of algebra
- Algebraically
- in an algebraic manner; "algebraically determined"
- algebraically
- By algebraic process
- algebraically
- Using algebra
- algebraically
- in an algebraic manner; "algebraically determined
- algebraically
- in algebraic form; via algebra
İlgili Terimler
algebraic
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al·ge·bra·icTürkçe nasıl söylenir
älcıbreyîkTelaffuz
/ˌalʤəˈbrāək/ /ˌælʤəˈbreɪɪk/
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