### Some articles on *linearly*:

**Linearly**Disjoint

... universal field) are said to be

**linearly**disjoint over k if the following equivalent conditions are met (i) The map induced by is injective ... (ii) Any k-basis of A remains

**linearly**independent over B ... (iii) If are k-bases for A, B, then the products are

**linearly**independent over k ...

Theorems And Definitions In Linear Algebra - Diagonalization -

... For each let be a finite

*S*= S_{1}∪*S*_{2}∪ ...∪*S*_{k}Is**Linearly**Indep... For each let be a finite

**linearly**independent subset of the eigenspace ... Then is a**linearly**independent subset of V ...Six Exponentials Theorem - Statement

... xd are d complex numbers that are

... xd are d complex numbers that are

**linearly**independent over the rational numbers, and y1, y2...yl are l complex numbers that are also**linearly**independent over the rational numbers, and if dl > d + l, then at least one. 2 and j = 1, 2, 3, such that λ11, λ12, and λ13 are**linearly**independent over the rational numbers, and λ11 and λ21 are also**linearly**independent over the rational numbers ...Perceptron - Definition

... does not terminate if the learning set is not

... does not terminate if the learning set is not

**linearly**separable ... If the vectors are not**linearly**separable learning will never reach a point where all vectors are classified properly ... famous example of the perceptron's inability to solve problems with**linearly**nonseparable vectors is the boolean exclusive-or problem ...Four Exponentials Conjecture - Statement

... If x1, x2 and y1, y2 are two pairs of complex numbers, with each pair being

... If x1, x2 and y1, y2 are two pairs of complex numbers, with each pair being

**linearly**independent over the rational numbers, then at least one of the following ... Suppose λ11 and λ12 are**linearly**independent over the rational numbers, and λ11 and λ21 are also**linearly**independent over the rational numbers, then An equivalent formulation in terms of linear ... Suppose the two rows of M are**linearly**independent over the rational numbers, and the two columns of M are**linearly**independent over the rational numbers ...### More definitions of "linearly":

- (
*adv*): In a linear fashion.

Example:*"It grew linearly"*

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