Primjeri korištenja Linear algebra na Engleski i njihovi prijevodi na Hrvatskom
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Theorems in linear algebra.
Linear algebra- Wikipedia, the free encyclopedia.
Sociology, kinesiology and linear algebra.
Note: In linear algebra, the determinant is a value associated with a square matrix.
If you are a student,it will helps you to learn linear algebra!
Explain the connection between linear algebra and problems of stability.
If you are a student,it will help you to learn linear algebra!
For example, economists often apply linear algebra when using input-output models.
Burnside's theorem is of fundamental importance in linear algebra.
I have linear algebra, science, physics, even nowadays, chemistry and biology, as you have seen.
I mean, as great as studying economic structure using linear algebra can be.
The source of linear algebra is the solution of systems of linear algebraic equations.
Acceptance of concepts and methods in linear algebra on more advanced level.
Scientific calculator, derivative, integral,equation solving and linear algebra.
Good knowledge of mathematics,in particular linear algebra, geometry, statistics and probabilities.
The physically important concept of vectors, generalized to vector spaces,is studied in linear algebra.
We will be diving into applied physics, linear algebra, graphics and textures.
Nhi Thien Studio Scientific calculator, derivative, integral,equation solving and linear algebra.
The concept of linear combinations is central to linear algebra and related fields of mathematics.
And I was wondering about letters of recommendation. My name is Natalie,Hi. I'm in your Linear Algebra class.
In linear algebra, the minimal polynomial μA of an n× n matrix A over a field F is the monic polynomial P over F of least degree such that P(A) 0.
My name is Natalie, andI was wondering about letters of recommendation. I'm in your Linear Algebra class, Hi.
Research goals: To develope a modern theory of map projections on the basis of analytical geometry, linear algebra and differential geometry oriented towards the direct application of computer.
Wilkinson received the Turing Award in 1970"for his research in numerical analysis to facilitate the use of the high-speed digital computer,having received special recognition for his work in computations in linear algebra and'backward' error analysis.
In addition to its obvious importance in geometry and calculus,area is related to the definition of determinants in linear algebra, and is a basic property of surfaces in differential geometry.
We can wright easily the matrix of this endomorphism, and find the Jordan matrix and other stupid but easy things in order to easily compute where is the matrix of defined in vectors, so we can find the last coefficient(which equals) in the vector, sorry butI'm not a specialist in English when talking about linear algebra… this must work….
Cartesian coordinates are the foundation of analytic geometry, andprovide enlightening geometric interpretations for many other branches of mathematics, such as linear algebra, complex analysis, differential geometry, multivariate calculus, group theory and more.
Computer graphics processing is a field dominated by data parallel operations-particularly linear algebra matrix operations.
For example, at one point during the Netflix Prize someone with the screen name Simon Funk posted on his blog a proposed solution based on a singular value decomposition,an approach from linear algebra that had not been used previously by other participants.