Примеры использования Linear combinations на Английском языке и их переводы на Русский язык
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They are linear combinations of the charged wino and charged higgsinos.
Particularly, in some cases it is possible to obtain new solutions considering linear combinations of known solutions.
Inequalities that can be derived as linear combinations of this are known as Shannon-type inequalities.
Linear combinations combine multiplication and summation; they are sums in which each term has a multiplier, usually a real or complex number.
Viscoelastic behavior has elastic andviscous components modeled as linear combinations of springs and dashpots, respectively.
Such infinite linear combinations do not always make sense; we call them convergent when they do.
If K is a commutative ring instead of a field, then everything that has been said above about linear combinations generalizes to this case without change.
Allowing more linear combinations in this case can also lead to a different concept of span,linear independence, and basis.
The Lorentz transformations have a mathematical property called linearity, since x' andt' are obtained as linear combinations of x and t, with no higher powers involved.
The unknown coefficients entering these linear combinations are defined from a condition of a stationarity of the Lagrangian of the system.
This method based on representation of unknown components of mechanical displacements andelectric potential in the resonator in the form of the linear combinations of orthogonal basic functions.
Discriminant analysis works by creating one or more linear combinations of predictors, creating a new latent variable for each function.
Each receiver, t∈ T{\displaystyle t\in T}, gets k{\displaystyle k} vectors y 1,…, y k{\displaystyle y_{1},\ldots,y_{k}}which are random linear combinations of the v i{\displaystyle v_{i}} 's.
However, one could also say"two different linear combinations can have the same value" in which case the expression must have been meant.
LDA is also closely related to principal component analysis(PCA) andfactor analysis in that they both look for linear combinations of variables which best explain the data.
Linear combinations are especially useful in contexts where straightforward addition would violate some normalization rule, such as mixing of strategies in game theory or superposition of states in quantum mechanics.
In computer-aided design and computer graphics,spline functions are constructed as linear combinations of B-splines with a set of control points.
Property of convexity of set of attainability of control differential systems means that for such systems as control action it ispossible to choose not only separate admissible controls, but also their linear combinations.
Moreover, the relevant basket,which consists of linear combinations of the quantities in the two periods(after scaling one or other), is obviously intermediate between the Laspeyres and Paasche baskets.
It can be proved that there exists a set of fundamental weights, indexed by the vertices of the Dynkin diagram,such that any dominant integral weight is a non-negative integer linear combinations of the fundamental weights.
Price indexes that use baskets of goods andservices consisting of linear combinations of the quantities in both periods as weights utilise more relevant information than indexes that use the quantities of only one or other of the periods.
If K is a noncommutative ring, then the concept still generalizes, with one caveat:Since modules over noncommutative rings come in left and right versions, our linear combinations may also come in either of these versions, whatever is appropriate for the given module.
The factors(or principal components)are linear combinations of the z-scores of the original variables, where the weights are calculated so as to maximize the differences in the factor values between the investigated units the urban built-up areas of the localities.
In any case, even when viewed as expressions, all that matters about a linear combination is the coefficient of each vi; trivial modifications such aspermuting the terms or adding terms with zero coefficient do not give distinct linear combinations.
From this point of view, we can think of linear combinations as the most general sort of operation on a vector space- saying that a vector space is an algebra over the operad of linear combinations is precisely the statement that all possible algebraic operations in a vector space are linear combinations.
If we have two vectors X(X1,…, Xn) and Y(Y1,…, Ym) of random variables, and there are correlations among the variables,then canonical-correlation analysis will find linear combinations of X and Y which have maximum correlation with each other.
An sp3-hybrid atomic orbital is a linear combination of one s and three p-orbitals.
The linear combination in step 6 achieves confusion, since it compresses the input.
Is the polynomial x2- 1 a linear combination of p1, p2, and p3?
Tie Strength: Defined by the linear combination of time, emotional intensity, intimacy and reciprocity i.e. mutuality.