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New Course
Concept
Elliptic Partial Differential Equations
Elliptic partial differential equations
are a
class of PDEs
characterized by the
absence of time-dependence
, often used to describe
steady-state processes
. They are crucial in fields like physics and engineering for
modeling phenomena
such as
heat distribution
and electrostatics, and typically require
boundary conditions
for
unique solutions
.
Relevant Degrees
Differential and Integral Equations 70%
Computational Mathematics 30%
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