2007 |
13 | EE | Jose C. Ciria,
Angel de Miguel,
Eladio Domínguez,
Angel R. Francés,
Antonio Quintero:
Local characterization of a maximum set of digital (26, 6)-surfaces.
Image Vision Comput. 25(10): 1685-1697 (2007) |
2005 |
12 | EE | Jose C. Ciria,
Angel de Miguel,
Eladio Domínguez,
Angel R. Francés,
Antonio Quintero:
Local Characterization of a Maximum Set of Digital (26, 6)-Surfaces.
DGCI 2005: 161-171 |
2004 |
11 | EE | Jose C. Ciria,
Angel de Miguel,
Eladio Domínguez,
Angel R. Francés,
Antonio Quintero:
A Maximum Set of (26, 6)-Connected Digital Surfaces.
IWCIA 2004: 291-306 |
10 | EE | Rafael Ayala,
Eladio Domínguez,
Angel R. Francés,
Antonio Quintero:
Digital homotopy with obstacles.
Discrete Applied Mathematics 139(1-3): 5-30 (2004) |
2003 |
9 | | Rafael Ayala,
Eladio Domínguez,
Angel R. Francés,
Antonio Quintero:
Homotopy in digital spaces.
Discrete Applied Mathematics 125(1): 3-24 (2003) |
2002 |
8 | EE | Rafael Ayala,
Eladio Domínguez,
Angel R. Francés,
Antonio Quintero:
Weak lighting functions and strong 26-surfaces.
Theor. Comput. Sci. 283(1): 29-66 (2002) |
2001 |
7 | EE | Rafael Ayala,
Eladio Domínguez,
Angel R. Francés,
Antonio Quintero:
Digital homotopy with obstacles.
Electr. Notes Theor. Comput. Sci. 46: (2001) |
6 | | Eladio Domínguez,
Angel R. Francés,
Rafael Ayala,
Antonio Quintero:
A Digital Index Theorem.
IJPRAI 15(7): 1031-1052 (2001) |
2000 |
5 | EE | Rafael Ayala,
Eladio Domínguez,
Angel R. Francés,
Antonio Quintero:
Homotopy in Digital Spaces.
DGCI 2000: 3-14 |
1999 |
4 | EE | Rafael Ayala,
Eladio Domínguez,
Angel R. Francés,
Antonio Quintero:
A Digital Lighting Function for Strong 26-Surfaces.
DGCI 1999: 91-103 |
3 | EE | Rafael Ayala,
M. J. Chávez,
A. Márquez,
Antonio Quintero:
On the connectivity of infinite graphs and 2-complexes.
Discrete Mathematics 194(1-3): 13-37 (1999) |
1997 |
2 | | Rafael Ayala,
Eladio Domínguez,
Angel R. Francés,
Antonio Quintero:
Digital Lighting Functions.
DGCI 1997: 139-150 |
1996 |
1 | | Rafael Ayala,
Eladio Domínguez,
Angel R. Francés,
Antonio Quintero:
Determining the components of the complement of a digital (n-1)-manifold in Zn.
DGCI 1996: 163-176 |