The MOLE Library implements high-order mimetic difference operators to numerically
solve partial differential equations. It provides discrete analogs of
the most common vector calculus operators: Gradient, Divergence, Laplacian,
and Curl. These operators act on staggered grids (uniform, non-uniform,
and curvilinear) and preserve locally and globally quantities of interests
for systems of conservation laws.
The MOLE OSE organization was established to support
the MOLE library’s ecosystem as a sustainable, robust, secure, and more
readily available library of high-order mimetic differential operators.
The MOLE OSE serves academic and industrial communities that require
high-performance solvers for PDEs.
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