Special lagrangian cones

M Haskins - American journal of mathematics, 2004 - muse.jhu.edu
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 …

[引用][C] SPECIAL LAGRANGIAN CONES

M Haskins - American journal of mathematics, 2004 - dialnet.unirioja.es

Special Lagrangian cones

M Haskins - American Journal of Mathematics, 2004 - muse.jhu.edu
We study special Lagrangian cones in Cn with isolated singularities especially the case n=
3. Our main result constructs an infinite family of special Lagrangian cones in C3 each of …

Special Lagrangian Cones

M Haskins - American Journal of Mathematics, 2004 - JSTOR
We study special Lagrangian cones in Cⁿ with isolated singularities especially the case n=
3. Our main result constructs an infinite family of special Lagrangian cones in C³ each of …

Special Lagrangian cones

M Haskins - American Journal of Mathematics, 2004 - researchportal.bath.ac.uk
We study special Lagrangian cones in ℂ n with isolated singularities especially the case n=
3. Our main result constructs an infinite family of special Lagrangian cones in ℂ 3 each of …

[引用][C] Special Lagrangian cones

M HASKINS - American journal of mathematics (Print), 2004 - pascal-francis.inist.fr
Special Lagrangian cones CNRS Inist Pascal-Francis CNRS Pascal and Francis
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[PDF][PDF] Special Lagrangian cones

M Haskins - American Journal of Mathematics, 2004 - Citeseer
We study special Lagrangian cones in Cn with isolated singularities especially the case n=
3. Our main result constructs an infinite family of special Lagrangian cones in C3 each of …

SPECIAL LAGRANGIAN CONES.

M Haskins - American Journal of Mathematics, 2004 - search.ebscohost.com
We study special Lagrangian cones in &amp; doubleC;< sup> n with isolated singularities
especially the case n= 3. Our main result constructs an infinite family of special Lagrangian …

[引用][C] SPECIAL LAGRANGIAN CONES

M Haskins - American Journal of Mathematics, 2004 - Johns Hopkins University Press

[引用][C] Special Lagrangian cones

M HASKINS - American journal of mathematics, 2004 - Johns Hopkins University Press