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LAPACK 3.12.1
LAPACK: Linear Algebra PACKage
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double precision function dsxt1 | ( | integer | ijob, |
double precision, dimension( * ) | d1, | ||
integer | n1, | ||
double precision, dimension( * ) | d2, | ||
integer | n2, | ||
double precision | abstol, | ||
double precision | ulp, | ||
double precision | unfl ) |
DSXT1
!> !> DSXT1 computes the difference between a set of eigenvalues. !> The result is returned as the function value. !> !> IJOB = 1: Computes max { min | D1(i)-D2(j) | } !> i j !> !> IJOB = 2: Computes max { min | D1(i)-D2(j) | / !> i j !> ( ABSTOL + |D1(i)|*ULP ) } !>
[in] | IJOB | !> IJOB is INTEGER !> Specifies the type of tests to be performed. (See above.) !> |
[in] | D1 | !> D1 is DOUBLE PRECISION array, dimension (N1) !> The first array. D1 should be in increasing order, i.e., !> D1(j) <= D1(j+1). !> |
[in] | N1 | !> N1 is INTEGER !> The length of D1. !> |
[in] | D2 | !> D2 is DOUBLE PRECISION array, dimension (N2) !> The second array. D2 should be in increasing order, i.e., !> D2(j) <= D2(j+1). !> |
[in] | N2 | !> N2 is INTEGER !> The length of D2. !> |
[in] | ABSTOL | !> ABSTOL is DOUBLE PRECISION !> The absolute tolerance, used as a measure of the error. !> |
[in] | ULP | !> ULP is DOUBLE PRECISION !> Machine precision. !> |
[in] | UNFL | !> UNFL is DOUBLE PRECISION !> The smallest positive number whose reciprocal does not !> overflow. !> |
Definition at line 104 of file dsxt1.f.