boundary by itself that has co-dimension two with respect to the domain
$\Omega$.
+
<h3>References</h3>
-- Glowinski, R., T.-W. Pan, T.I. Hesla, and D.D. Joseph. 1999. “A Distributed
+<ul>
+<li> Glowinski, R., T.-W. Pan, T.I. Hesla, and D.D. Joseph. 1999. “A Distributed
Lagrange Multiplier/fictitious Domain Method for Particulate Flows.”
International Journal of Multiphase Flow 25 (5). Pergamon: 755–94.
-- Boffi, D., L. Gastaldi, L. Heltai, and C.S. Peskin. 2008. “On the
+<li> Boffi, D., L. Gastaldi, L. Heltai, and C.S. Peskin. 2008. “On the
Hyper-Elastic Formulation of the Immersed Boundary Method.” Computer Methods
in Applied Mechanics and Engineering 197 (25–28).
-- Heltai, L., and F. Costanzo. 2012. “Variational Implementation of Immersed
+<li> Heltai, L., and F. Costanzo. 2012. “Variational Implementation of Immersed
Finite Element Methods.” Computer Methods in Applied Mechanics and Engineering
229–232.
-
+</ul>