l2rt_control_type structure#
#include <galahad_l2rt.h> struct l2rt_control_type { // fields bool f_indexing; ipc_ error; ipc_ out; ipc_ print_level; ipc_ start_print; ipc_ stop_print; ipc_ print_gap; ipc_ itmin; ipc_ itmax; ipc_ bitmax; ipc_ extra_vectors; ipc_ stopping_rule; ipc_ freq; rpc_ stop_relative; rpc_ stop_absolute; rpc_ fraction_opt; rpc_ time_limit; bool space_critical; bool deallocate_error_fatal; char prefix[31]; };
detailed documentation#
control derived type as a C struct
components#
bool f_indexing
use C or Fortran sparse matrix indexing
ipc_ error
error and warning diagnostics occur on stream error
ipc_ out
general output occurs on stream out
ipc_ print_level
the level of output required is specified by print_level
ipc_ start_print
any printing will start on this iteration
ipc_ stop_print
any printing will stop on this iteration
ipc_ print_gap
the number of iterations between printing
ipc_ itmin
the minimum number of iterations allowed (-ve = no bound)
ipc_ itmax
the maximum number of iterations allowed (-ve = no bound)
ipc_ bitmax
the maximum number of Newton inner iterations per outer iteration allowed (-ve = no bound)
ipc_ extra_vectors
the number of extra work vectors of length n used
ipc_ stopping_rule
the stopping rule used: 0=1.0, 1=norm step, 2=norm step/sigma (NOT USED)
ipc_ freq
frequency for solving the reduced tri-diagonal problem (NOT USED)
rpc_ stop_relative
the iteration stops successfully when \(\|A^Tr\|\) is less than max( stop_relative \* \(\|A^Tr_{initial} \|\), stop_absolute )
rpc_ stop_absolute
see stop_relative
rpc_ fraction_opt
an estimate of the solution that gives at least .fraction_opt times the optimal objective value will be found
rpc_ time_limit
the maximum elapsed time allowed (-ve means infinite)
bool space_critical
if .space_critical true, every effort will be made to use as little space as possible. This may result in longer computation time
bool deallocate_error_fatal
if .deallocate_error_fatal is true, any array/pointer deallocation error will terminate execution. Otherwise, computation will continue
char prefix[31]
all output lines will be prefixed by .prefix(2:LEN(TRIM(.prefix))-1) where .prefix contains the required string enclosed in quotes, e.g. “string” or ‘string’