TESTING/EIG/dget40.f(3)
β¨ NAME β¨
TESTING/EIG/dget40.f β that's the file, bestie. This page lives in the Library Functions Manual, and it's all about the DGET40 test routine. π
πΈ SYNOPSIS πΈ
Functions/Subroutines
subroutine dget40 (rmax, lmax, ninfo, knt, nin)βDGET40
π¦ Function/Subroutine Documentation π¦
subroutine dget40 (double precision rmax, integer lmax, integer, dimension(
2 ) ninfo, integer knt, integer nin)
DGET40 β okay so this is the main character of the page. π
π Purpose π
DGET40 tests DTGEXC, a routine for swapping adjacent blocks (either 1 by 1 or 2 by 2) on the diagonal of a pencil in real generalized Schur form. No cap, that's the whole assignment.
So DTGEXC computes orthogonal matrices Q and Z such that:
Q' * ( [ A B ], [ D E ] ) * Z = ( [ C1 B1 ], [ F1 E1 ] )
( [ 0 C ] [ F ] ) ( [ 0 A1 ] [ D1] )
where (C1,F1) is similar to (C,F) and (A1,D1) is similar to (A,D). Both (A,D) and (C,F) are assumed to be in standard form, and (A1,D1) and (C1,F1) are returned with the same properties. Iconic behavior, honestly. β¨
π Parameters π
RMAXβRMAXisDOUBLE PRECISION. It's the value of the largest test ratio. Big "did you pass the vibe check?" energy. π₯LMAXβLMAXisINTEGER. It's the example number where the largest test ratio was achieved. So if something goes wild, this tells you where. πNINFOβNINFOis anINTEGERarray, dimension(2). Specifically:NINFO( 1 ) = DTGEXC without accumulation returned INFO nonzeroNINFO( 2 ) = DTGEXC with accumulation returned INFO nonzero
KNTβKNTisINTEGER. It's the total number of examples tested. The "how many times did we run this?" counter, basically. π«NINβNINisINTEGER. It's the input logical unit number. Slay, input/output details. π«Ά
π Author π
Univ. of Tennessee
Univ. of California Berkeley
Univ. of Colorado Denver
NAG Ltd.
β Definition at line 84 of file dget40.f. β
π Author π
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