In this thesis we study special Lagrangian geometry, focusing on the singularities which may
appear. In dimension 3 and higher, isolated singularities exist. We concentrate on the 3 …

We study special Lagrangian cones in $\C^ n $ with isolated singularities. Our main result
constructs an infinite family of special Lagrangian cones in $\C^ 3$ each of which has a …

We study special Lagrangian cones in [inline-graphic xmlns: xlink=" http://www. w3.
org/1999/xlink" xlink: href=" 01i"/] with isolated singularities especially the case n= 3. Our …

We exhibit infinitely many, explicit special Lagrangian isolated singularities that admit no
asymptotically conical special Lagrangian smoothings. The existence/nonexistence of such …

Lagrangian and Legendrian Singularities Page 1 Real and Complex Singularities Trends in
Mathematics, 169–185 c© 2006 Birkhäuser Verlag Basel/Switzerland Lagrangian and …

We show that if an exact special Lagrangian N⊂ C n has a multiplicity one, cylindrical
tangent cone of the form R k× C where C is a special Lagrangian cone with smooth …

In this work, based mainly on my Ph. D. thesis, lagrangian singularities are studied. This
topic lies on the border of different branches of mathematics, like singularity theory and …

Lagrangian varieties are objects of key interest in various areas of mathematics. The study of
the basic singularities of lagrangian varieties was initiated by Arnol'd and Givental'in the …

Special Lagrangian cones with higher genus links Page 1 DOI: 10.1007/s00222-006-0010-5
Invent. math. 167, 223–294 (2007) Special Lagrangian cones with higher genus links Mark …

We give a new proof of an enumerative formula of Givental about the singularities of certain
lagrangian surfaces. The method is to compare these lagrangian surfaces to complex curves …