Linked from

The 12 pages that link to Dirichlet boundary condition, each with the reason it gives.

• Boundary conditionsBroader topic: It is the direct specification of solution values.

• Initial conditionCompared with: It prescribes function values by position on a boundary, unlike data at an initial point.

• Periodic boundary conditionCompared with: Unlike periodic conditions, it fixes boundary values rather than identifying opposite boundaries.

• Weak solutionBroader topic: Its weak imposition often fixes the admissible function space for the solution.

• Neumann boundary conditionCompared with: It fixes boundary values rather than normal derivatives.

• Helmholtz equationRelated: Imposing it yields one common family of Helmholtz eigenvalue problems.

• Lax–Milgram theoremRelated: For the Poisson problem, it helps define the function space and coercive energy form.

• Constant functionRelated: A constant boundary value is a direct use of a constant function on the boundary.

• D-braneRelated: The name D-brane comes from this condition on open-string endpoints.

• Shooting methodRelated: Such prescribed endpoint values define the target that a trial trajectory must hit.

• BraneRelated: Open-string endpoints obey this condition in directions transverse to a D-brane.

• Friedrichs' inequalityRelated: Zero Dirichlet data exclude constant functions other than zero.