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Notice revision #20110804
- (global) The number of rows and columns in the distributed submatrixA(1:n,ja:ja+n-1);.n≥0
- (global) The number of sub-diagonals within the band ofA( 0 ≤.bwl≤n-1)
- (global) The number of super-diagonals within the band ofA( 0 ≤.bwu≤n-1)
- (local)Pointer into the local memory to an array of local sizewherelld_a*LOCc(ja+n-1).lld_a≥2*bwl+ 2*bwu +1Contains the local pieces of then-by-ndistributed banded matrixA(1:n,ja:ja+n-1) to be factored.
- (global) The index in the global matrixAindicating the start of the matrix to be operated on (which may be either all ofAor a submatrix ofA).
- (global and local) array of sizedlen_. The array descriptor for the distributed matrixA.If, thendtype_a= 501;dlen_≥7else if, thendtype_a= 1.dlen_≥9
- (local) The size of the arrayaf.Must be.laf≥(nb_a+bwu)*(bwl+bwu)+6*(bwl+bwu)*(bwl+2*bwu)Iflafis not large enough, an error code will be returned and the minimum acceptable size will be returned inaf.
- (local) Same type asa. Workspace array of sizelwork.
- (local or global) The size of theworkarray(. Iflwork≥1)lworkis too small, the minimal acceptable size will be returned inworkand an error code is returned.
- On exit, this array contains details of the factorization. Note that additional permutations are performed on the matrix, so that the factors returned are different from those returned byLAPACK.
- (local) array.The size ofipivmust be.≥nb_aContains pivot indices for local factorizations. Note that youshould not alterthe contents of this array between factorization and solve.
- (local)Array of sizelaf.Auxiliary fill-in space. The fill-in space is created in a call to the factorizationfunctionp?gbtrfand is stored inaf.Note that if a linear system is to be solved usingp?gbtrsafter the factorizationfunction,afmust not be altered after the factorization.
- On exit,contains the minimum value ofworklworkrequired.
- (global)If, the execution is successful.info=0:info< 0If thei-th argument is an array and thej-th entry, indexedhad an illegal value, thenj- 1,info= -(i*100+j); if thei-th argument is a scalar and had an illegal value, theninfo=-i.:info>0Ifinfo=k≤NPROCS, the submatrix stored on processorinfoand factored locally was not nonsingular, and the factorization was not completed.Ifinfo=k>NPROCS, the submatrix stored on processorrepresenting interactions with other processors was not nonsingular, and the factorization was not completed.info-NPROCS