A lisa file contains entries of types PROBLEMTYPE, CONTROLPARAMETERS, VALUES and SCHEDULE. These entries start and end with their corresponding tags as in e.g. HTML example:
<PROBLEMTYPE> (content) </PROBLEMTYPE>
<PROBLEMTYPE>
Lisa_ProblemType= { (alpha) / (beta) / (gamma) }
</PROBLEMTYPE>
where the following elements may be included
alpha: 1 one machine problem
F flow shop
O open shop
J job shop
X mixed shop (some jobs with given machine order )
G general shop (arbitrary precedence constraints)
P identical parallel machines
R unrelated "
Q uniform "
(excactly one of the elements above)
M machine number fixed, but arbitrary
machine number = m (a special number for m must be set)
beta: PMTN, INTREE, OUTTREE, TREE, SP_GRAPH, PREC, RI, DI, PIJ_1, BATCH
gamma: CMAX, LMAX, SUM_CI, SUM_WICI, SUM_UI, SUM_WIUI, SUM_TI, SUM_WITI
n, m job number and machine number- These numbers ALWAYS have to be set first. PT matrix of completion times MO given technology(machine order) (row matrix) PREC precedence constrains for jobs PREC* precedence constraints for single operations SIJ set of operations (0/1-matrix) RD release dates (vector) DD due dates (vector) Wi weights (vector)The content may be a number, a vector, a matrix or a graph. Numbers are written in C input format. Vectors are rows of numbers separated by spaces, altogether included in braces, e.g. {2 3 1}. Note: Before and after every brace and after = has to be a space or a line end. A matrix is represented as a vector of vectors, e.g. { { 0 1 } { 1 0 } }. Graphs are written as predecessor lists. These contain entries of the form: N(i)= { j k l }, where nodes j, k, l are predecessors of i. Nodes also may be ordered pairs i.e. N(0,0)= { (0,1) (2,4) }
JO the job order (row matrix) LR the latin rectangle Cij the matrix completion times.For preemption problems the keywords PPT, PMO, PJO, PLR and PCij are allowed. The meaning is the same as without P, but the matrix elements may be lists instead.