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Jacob Schroder
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updating CHANGELOG and user manual for new release
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CHANGELOG

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----------------------------
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Version 3.1.0, 3/2023
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----------------------------
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This version contains some major new features, including a new capability for
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chaotic problems (Delta correction), more detailed timers for performance
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analysis, and changes to more easily allow for distributed control variables
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during optimization. Specifically, this release includes
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- New Delta correction feature to accelerate MGRIT for nonlinear problems,
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especially chaotic ones. See user manual and examples/ex-07 for more details,
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including on (i) the reduced rank (storage) option and (ii) deferring Delta
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correction to coarse levels for better efficiency. This new feature
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builds a basis for the unstable Lyapunov manifold to accurately capture
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the chaotic dynamics.
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- Option for user-allocated MPI buffers. This is important if you need to
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allocate buffers on a device/accelerator (GPU). See braid_SetBufAllocFree().
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- Optional user sync function is called at the end (top) of each V-cycle, but
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now with access to the temporal communicator for easier global analyses, e.g.,
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of error estimates over the time dimension.
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- Option to solve coarsest grid with relaxation only, which is particularly useful
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for parabolic problems, see braid_SetRelaxOnlyCG().
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- Option for more detailed timings. See braid_SetTimings(), where option 2
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times all user functions and certain important parts of the MGRIT algorithm
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like the coarse-grid solve and MPI Wait.
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- Enhancements for easier distributed storage of control variables during while doing
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optimization with MGRIT.
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-> New ability to automatically always store last time point (whether F or C),
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using ulast, see _braid_UGetLast()
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-> New FinalFCRelax feature, that allows for a final FCRelax after Braid
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cycling is finished. The done flag is True during this FCRelax, and thus
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allows for easy computation of gradient information after Braid cycling.
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If this feature is not used, the user still gets access to the solution
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after Braid halts, but the coarse-grid correction from the final MGRIT
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iteration has not been fully integrated on the finest grid.
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-> New option for easily reverting processor ranks, to allow for backward sweeps
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in time, see braid_SetRevertedRanks()
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-> Adjoint variables are initialized with a non-physical time value of -1.0, to aid
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in programming
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-> braid_defs.h have commented out lines to allow for switch to single precision
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- Reduced sensitivity of regression tests to numerical noise.
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- Updated documentation to discuss new features, especially Delta correction.
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Version 3.0.0, 8/2020
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----------------------------

docs/developer_manual_header.tex

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~\\~\\~\\~\\
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\begin{tabular*}{6.5in}{l@{\extracolsep{\fill}} l}
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\multirow{2}{*}{{\huge Developers' Manual} } & {\Large Version 3.0.0} \\
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\multirow{2}{*}{{\huge Developers' Manual} } & {\Large Version 3.1.0} \\
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& {\Large \today} \\
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\end{tabular*}
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\rule{\textwidth}{3pt}

docs/user_manual_header.tex

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~\\~\\~\\~\\
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\begin{tabular*}{6.5in}{l@{\extracolsep{\fill}} l}
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\multirow{2}{*}{{\huge Users' Manual} } & {\Large Version 3.0.0} \\
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\multirow{2}{*}{{\huge Users' Manual} } & {\Large Version 3.1.0} \\
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& {\Large \today} \\
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\end{tabular*}
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\rule{\textwidth}{3pt}

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