Some of the algorithms also support using low-discrepancy sequences (LDS),
sometimes known as quasi-random numbers. NLopt uses the Sobol LDS, which
is implemented for up to 1111 dimensions.
-.SH BUGS
-Currently the NLopt library is in pre-alpha stage. Most algorithms
-currently do not support all termination conditions: the only
-termination condition that is consistently supported right now is
.BR maxeval .
.SH AUTHORS
Written by Steven G. Johnson.
Some of the algorithms also support using low-discrepancy sequences (LDS),
sometimes known as quasi-random numbers. NLopt uses the Sobol LDS, which
is implemented for up to 1111 dimensions.
-.SH BUGS
-Currently the NLopt library is in pre-alpha stage. Most algorithms
-currently do not support all termination conditions: the only
-termination condition that is consistently supported right now is
-.BR maxeval .
.SH AUTHORS
Written by Steven G. Johnson.
.PP