triangular matrix in a sentence

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1- The inverse of an atomic triangular matrix is again atomic triangular.

2- The sum of two upper triangular matrices is upper triangular.

3- The result is the upper triangular matrix R1.

4- The inverse of an invertible upper triangular matrix is upper triangular.

5- Their Lie algebras consist of upper and lower strictly triangular matrices .

6- These use a triangular matrix of pairwise language comparisons.

7- Matrices that are similar to triangular matrices are called triangularisable.

8- Likewise, inverses of triangular matrices are algorithmically easier to calculate.

9- A triangular matrix is one that is either lower triangular or upper triangular.

10- The final algorithm looks very much like an iterated product of triangular matrices .

11- The determinant of a triangular matrix equals the product of the diagonal entries.

12- It results in a “unit lower triangular” matrix and an upper triangular matrix .

13- A matrix that is similar to a triangular matrix is referred to as triangularisable.

14- Thus, for example &formula; are, respectively, lower and upper triangular matrices .

15- The transpose of an upper triangular matrix is a lower triangular matrix and vice versa.

16- The transpose of an upper triangular matrix is a lower triangular matrix and vice versa.

17- The product of an upper triangular matrix by a constant is an upper triangular matrix.

18- The product of an upper triangular matrix by a constant is an upper triangular matrix .

19- The following value t constructs a triangular matrix for the coefficients of Pascal’s triangle.

20- However, operations mixing upper and lower triangular matrices do not in general produce triangular matrices.

21- However, operations mixing upper and lower triangular matrices do not in general produce triangular matrices .

22- The Möbius transformations fixing ∞ are just the upper triangular matrices B = UD = DU.

23- Because matrix equations with triangular matrices are easier to solve, they are very important in numerical analysis.

24- In the mathematical discipline of linear algebra, a triangular matrix is a special kind of square matrix.

25- On the other hand the action on “X” is simple to define for lower triangular matrices .

26- An alternative is the LU decomposition which generates upper and lower triangular matrices which are easier to invert.

27- Let Bn ⊂ GL(n, R) be the subgroup of invertible upper triangular matrices .

28- This condition can be checked each time a new row “k” of the triangular matrix is obtained.

29- Algebras of upper triangular matrices have a natural generalization in functional analysis which yields nest algebras on Hilbert spaces.

30- Positive definite matrices have the property that they have a triangular matrix square root P = S·ST.

31- The Crout algorithm is slightly different and constructs a lower triangular matrix and a “unit upper triangular” matrix.

32- An obvious and useful property of triangular matrices is that their determinants are simply the products of their diagonal terms.

33- It is a lower triangular matrix , reflecting our key assumption with respect to the causal ordering in the model.

34- For example, a real triangular matrix has its eigenvalues along its diagonal, but in general is not symmetric.

35- A matrix equation with an upper triangular matrix U can be solved in an analogous way, only working backwards.

36- The LU decomposition factors matrices as a product of lower (L) and an upper triangular matrices (U).

37- Because the product of two upper triangular matrices is again upper triangular, the set of upper triangular matrices forms an algebra.

38- Because the product of two upper triangular matrices is again upper triangular, the set of upper triangular matrices forms an algebra.

39- Let “B” be the Borel subgroup of upper triangular matrices and “T”C the subgroup of diagonal matrices.

More Sentences:
Related Words:
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