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Martín, Francisco - Departamento de Geometría y Topología, Universidad de Granada
RECENT PROGRESSES IN THE CALABI-YAU PROBLEM FOR MINIMAL ANTONIO ALARC ON
ON THE SINGLY PERIODIC GENUS ONE HELICOID ANTONIO ALARC ON, LEONOR FERRER, AND FRANCISCO MARTIN
Integracin de funciones de una variable Introduccin
Continuidad y derivacin de funciones reales de variable real
Compact complete proper minimal immersions in strictly convex bounded regular domains of R3
Complete proper minimal surfaces in convex bodies of R3 Francisco Martin
DENSITY THEOREMS FOR COMPLETE MINIMAL SURFACES IN R3 ANTONIO ALARC ON, LEONOR FERRER, AND FRANCISCO MARTIN
Relacin de problemas 2 Fundamentos Matemticos de CCAA
TESIS DOCTORAL Superficies Minimales Completas
Symposium on the differential geometry of submanifolds July 2007 Symposium Valenciennes07 Minimal Lagrangian immersions in
Ideas para una pgina web Francisco Torralbo
Relacin de problemas 1 Fundamentos Matemticos de CCAA. Curso 2010-11
RELACI ON DE PROBLEMAS 2 (2a MATEM ATICAS. CURSO 2010-11
Florentino Garca Santos: In Memoriam Universidad de Granada, 2011, pgs. 1-8
A note on the uniqueness of the periodic CallahanHoffmanMeeks surfaces in terms of their symmetries
COMPLETE BOUNDED NULL CURVES IMMERSED IN C3
A JORDAN CURVE SPANNED BY A COMPLETE MINIMAL SURFACE FRANCISCO MARTIN AND NIKOLAI NADIRASHVILI
Bounded domains which are universal for minimal surfaces
arXiv:math.DG/0408410v130Aug2004 The embedded singly periodic Scherk-Costa surfaces
Properly embedded minimal disks bounded by non compact polygonal lines
Adding handles to Nadirashvili's surfaces F. J. Lopez
A Complete Bounded Minimal Cylinder in R3 Francisco Martin Santiago Morales
Complete minimal surfaces in R3 Francisco J. Lopez
On the asymptotic behavior of a complete bounded minimal surface in R3
Minimal surfaces with helicoidal ends Leonor Ferrer
Complete proper minimal surfaces in convex bodies of R3 The behavior of the limit set
A UNIQUENESS THEOREM FOR PROPERLY EMBEDDED MINIMAL SURFACES BOUNDED BY
