Gabriela Hinojosa Palafox
Acerca de
Nivel:
Profesor Titular A
SNI:
2
Departamento:
Matemáticas
Líneas de Investigación:
Geometría Hiperbólica. Dinámica Compleja. Física Matemática.
Formación
Doctorado en Ciencias (Matemáticas). Instituto de Matemáticas, UNAM.
Correo:
gabriela@uaem.mx
Extensión:
3272
Redes:
Perfil Google Scholar
Publicaciones arbitradas
2022
18.
Caetano, Vladimir;Hinojosa, Gabriela;Valdez, Rogelio;
Hausdorff Dimension Varies Continuously on Equivalent Dynamically Defined Wild Knots.
Bulletin of the Brazilian Mathematical Society, New Series.
2022,
53
2
(443 - 460)
10.1007/s00574-021-00264-7
17.
Hinojosa, Gabriela;Valdez, Rogelio;
Combinatorial description around any vertex of a cubical n-manifold.
Revista Colombiana de Matemáticas.
2022,
55
2
(125 - 137)
10.15446/recolma.v55n2.102509
2021
16.
Díaz, Juan Pablo;Hinojosa, Gabriela;Verjosvky, Alberto;
Topological surfaces as gridded surfaces in geometrical spaces.
Boletín de la Sociedad Matemática Mexicana.
2021,
27
14
10.1007/s40590-021-00335-1
2019
15.
Baray, Ana;Hinojosa, Gabriela;
Weakly minimal area of cubical 2-knots on R4.
Topology and its Applications.
2019,
264
(276 - 289)
10.1016/j.topol.2019.06.026
14.
Diaz, Juan Pablo;Hinojosa, Gabriela;Verjovsky, Alberto;
Cubulated moves for 2-knots.
Journal of Knot Theory and its Ramifications.
2019,
28
1
10.1142/S0218216519500081
2018
13.
Diaz, Juan Pablo;Hinojosa, Gabriela;Valdez, Rogelio;Verjovsky, Alberto;
Smoothing closed gridded surfaces embedded in R4.
Journal of Knot Theory and its Rami cations.
2018,
24
12
10.1142/S0218216518500657
12.
Diaz, Juan Pablo;Hinojosa, Gabriela;Mendoza, Martha;Verjovsky, Alberto;
Dynamically Defined Wild Knots and Othoniel's My Way.
Journal of Mathematics and the Arts.
2018,
10.1080/17513472.2018.1506615
2016
11.
Sbitneva, Larissa;Moreno, Nehemias;Hinojosa, Gabriela;Rivera, Daniel;
Implementation of enhanced assessments in B-learning modality of Linear Algebra Course: The strategy focus on competences development.
Proceedings of ICERI2016 Conference.
2016,
(3981 - 3986)
10.21125/iceri.2016.1932
2014
10.
Bulajich, R;Hinojosa, G;Valdez, R;
How to break in small pieces an international mathematical olympiad problem ?.
EDULEARN14 Proceedings.
IATED.
2014,
(6342 - 6346)
https://library.iated.org/view/BULAJICH2014HOW
2013
9.
Hinojosa, Gabriela;Torres, David;Valdez, Rogelio;
Algorithms for computing some invariants for discrete knots.
Applied Mathematics.
Scientific Research Publishing.
2013,
4
11
(1526 - 1526)
10.4236/am.2013.411206
8.
Hinojosa, Gabriela;Verjovsky, Alberto;Verjovsky Marcotte, Cynthia;
Cubulated moves and discrete knots.
Journal of Knot Theory and Its Ramifications.
World Scientific.
2013,
22
14
(1350079 - 1350079)
10.1142/S021821651350079X
7.
Bulajich, R;Hinojosa, G;Valdez, R;
How to use the web network to teach mathematical modeling.
EDULEARN13 Proceedings.
IATED.
2013,
(5857 - 5862)
https://library.iated.org/view/BULAJICH2013HOW
2011
6.
Boege, Margareta;Hinojosa, Gabriela;Verjovsky, Alberto;
Any smooth knot\ mathbb {S}^{n}\ hookrightarrow\ mathbb {R}^{n+ 2} is isotopic to a cubic knot contained in the canonical scaffolding of ℝ n+ 2.
Revista matemática complutense.
Springer.
2011,
24
1
(1 - 13)
10.1007/s13163-010-0037-4
2009
5.
Boege, Margareta;Hinojosa, Gabriela;Verjovsky, Alberto;
Wild knots in higher dimensions as limit sets of Kleinian groups.
Conformal Geometry and Dynamics of the American Mathematical Society.
2009,
13
11
(197 - 216)
10.1090/S1088-4173-09-00198-2
2008
4.
Hinojosa, Gabriela;Verjovsky, Alberto;
Actions of discrete groups on spheres and real projective spaces.
Bulletin of the Brazilian Mathematical Society, New Series.
Springer.
2008,
39
2
(157 - 171)
10.1007/s00574-008-0077-2
2007
3.
Hinojosa, Gabriela;
A wild knot ?2↪ ?4 as limit set of a kleinian group: indra´s pearls in four dimensions.
Journal of Knot Theory and Its Ramifications.
World Scientific.
2007,
16
08
(1083 - 1110)
10.1142/S0218216507005610
2006
2.
Hinojosa, Gabriela;Verjovsky, Alberto;
Homogeneity of dynamically defined wild knots.
Rev. Mat. Compl..
2006,
19
1
(101 - 111)
https://arxiv.org/abs/math/0508540
2005
1.
Hinojosa, Gabriela;
Wild knots as limit sets of Kleinian groups.
Contemporary Mathematics.
2005,
389
(125 - 139)
10.1090/conm/389/07276
Libros, capítulos de libros y publicaciones no arbitradas
2016
6.
Hinojosa, Gabriela;Marcotte, Cynthia Verjovsky;Verjovsky, Alberto;
Carousel wild knots are ambient homogeneous.
A mathematical tribute to Professor José María Montesinos Amilibia.
2016,
(423 - 436)
http://at.yorku.ca/c/b/l/g/39.htm
2013
5.
Hinojosa, Gabriela;Tapia-Lorenzo, María del Carmen;Valdez, Rogelio;
Una introducción a la variable compleja.
Editorial UAEM.
2013,
ISBN: 978-607-7771-94-4.
4.
Bulajich, R., Hinojosa, G., & Valdez, R.;
Introducción al álgebra.
Editorial UAEM.
2013,
ISBN: 978-607-7771-86-9.
2012
3.
Hinojosa, Gabriela;
Algunos aspectos de la modelación matemática de redes reales.
Inventio.
UAEM.
2012,
(Vol. 8, No. 15, Pag. 65 - 70)
ISSN: 2007-1760.
2011
2.
Hinojosa, Gabriela;Valdez, Rogelio;
Una introducción a la geometría hiperbólica y grupos fuchsianos.
Editorial UAEM.
2011,
ISBN: 978-607-7771-53-1.
2006
1.
Boege, Margareta;Hinojosa, Gabriela;
Nudos para explicar enzimas.
Inventio.
UAEM.
2006,
(Vol. 2, No. 4, Pags. 41 - 47)
ISSN: 2007-1760.
Acerca de
| Nivel: | Profesor Titular A |
| SNI: | 2 |
| Departamento: | Matemáticas |
| Líneas de Investigación: | Geometría Hiperbólica. Dinámica Compleja. Física Matemática. |
| Formación | Doctorado en Ciencias (Matemáticas). Instituto de Matemáticas, UNAM. |
| Correo: | gabriela@uaem.mx |
| Extensión: | 3272 |
| Redes: | Perfil Google Scholar |
Publicaciones arbitradas
2022
18.
Caetano, Vladimir;Hinojosa, Gabriela;Valdez, Rogelio;
Hausdorff Dimension Varies Continuously on Equivalent Dynamically Defined Wild Knots.
Bulletin of the Brazilian Mathematical Society, New Series.
2022,
53
2
(443 - 460)
10.1007/s00574-021-00264-7
17.
Hinojosa, Gabriela;Valdez, Rogelio;
Combinatorial description around any vertex of a cubical n-manifold.
Revista Colombiana de Matemáticas.
2022,
55
2
(125 - 137)
10.15446/recolma.v55n2.102509
2021
16.
Díaz, Juan Pablo;Hinojosa, Gabriela;Verjosvky, Alberto;
Topological surfaces as gridded surfaces in geometrical spaces.
Boletín de la Sociedad Matemática Mexicana.
2021,
27
14
10.1007/s40590-021-00335-1
2019
15.
Baray, Ana;Hinojosa, Gabriela;
Weakly minimal area of cubical 2-knots on R4.
Topology and its Applications.
2019,
264
(276 - 289)
10.1016/j.topol.2019.06.026
14.
Diaz, Juan Pablo;Hinojosa, Gabriela;Verjovsky, Alberto;
Cubulated moves for 2-knots.
Journal of Knot Theory and its Ramifications.
2019,
28
1
10.1142/S0218216519500081
2018
13.
Diaz, Juan Pablo;Hinojosa, Gabriela;Valdez, Rogelio;Verjovsky, Alberto;
Smoothing closed gridded surfaces embedded in R4.
Journal of Knot Theory and its Rami cations.
2018,
24
12
10.1142/S0218216518500657
12.
Diaz, Juan Pablo;Hinojosa, Gabriela;Mendoza, Martha;Verjovsky, Alberto;
Dynamically Defined Wild Knots and Othoniel's My Way.
Journal of Mathematics and the Arts.
2018,
10.1080/17513472.2018.1506615
2016
11.
Sbitneva, Larissa;Moreno, Nehemias;Hinojosa, Gabriela;Rivera, Daniel;
Implementation of enhanced assessments in B-learning modality of Linear Algebra Course: The strategy focus on competences development.
Proceedings of ICERI2016 Conference.
2016,
(3981 - 3986)
10.21125/iceri.2016.1932
2014
10.
Bulajich, R;Hinojosa, G;Valdez, R;
How to break in small pieces an international mathematical olympiad problem ?.
EDULEARN14 Proceedings.
IATED.
2014,
(6342 - 6346)
https://library.iated.org/view/BULAJICH2014HOW
2013
9.
Hinojosa, Gabriela;Torres, David;Valdez, Rogelio;
Algorithms for computing some invariants for discrete knots.
Applied Mathematics.
Scientific Research Publishing.
2013,
4
11
(1526 - 1526)
10.4236/am.2013.411206
8.
Hinojosa, Gabriela;Verjovsky, Alberto;Verjovsky Marcotte, Cynthia;
Cubulated moves and discrete knots.
Journal of Knot Theory and Its Ramifications.
World Scientific.
2013,
22
14
(1350079 - 1350079)
10.1142/S021821651350079X
7.
Bulajich, R;Hinojosa, G;Valdez, R;
How to use the web network to teach mathematical modeling.
EDULEARN13 Proceedings.
IATED.
2013,
(5857 - 5862)
https://library.iated.org/view/BULAJICH2013HOW
2011
6.
Boege, Margareta;Hinojosa, Gabriela;Verjovsky, Alberto;
Any smooth knot\ mathbb {S}^{n}\ hookrightarrow\ mathbb {R}^{n+ 2} is isotopic to a cubic knot contained in the canonical scaffolding of ℝ n+ 2.
Revista matemática complutense.
Springer.
2011,
24
1
(1 - 13)
10.1007/s13163-010-0037-4
2009
5.
Boege, Margareta;Hinojosa, Gabriela;Verjovsky, Alberto;
Wild knots in higher dimensions as limit sets of Kleinian groups.
Conformal Geometry and Dynamics of the American Mathematical Society.
2009,
13
11
(197 - 216)
10.1090/S1088-4173-09-00198-2
2008
4.
Hinojosa, Gabriela;Verjovsky, Alberto;
Actions of discrete groups on spheres and real projective spaces.
Bulletin of the Brazilian Mathematical Society, New Series.
Springer.
2008,
39
2
(157 - 171)
10.1007/s00574-008-0077-2
2007
3.
Hinojosa, Gabriela;
A wild knot ?2↪ ?4 as limit set of a kleinian group: indra´s pearls in four dimensions.
Journal of Knot Theory and Its Ramifications.
World Scientific.
2007,
16
08
(1083 - 1110)
10.1142/S0218216507005610
2006
2.
Hinojosa, Gabriela;Verjovsky, Alberto;
Homogeneity of dynamically defined wild knots.
Rev. Mat. Compl..
2006,
19
1
(101 - 111)
https://arxiv.org/abs/math/0508540
2005
1.
Hinojosa, Gabriela;
Wild knots as limit sets of Kleinian groups.
Contemporary Mathematics.
2005,
389
(125 - 139)
10.1090/conm/389/07276
Libros, capítulos de libros y publicaciones no arbitradas
2016
6.
Hinojosa, Gabriela;Marcotte, Cynthia Verjovsky;Verjovsky, Alberto;
Carousel wild knots are ambient homogeneous.
A mathematical tribute to Professor José María Montesinos Amilibia.
2016,
(423 - 436)
http://at.yorku.ca/c/b/l/g/39.htm
2013
5.
Hinojosa, Gabriela;Tapia-Lorenzo, María del Carmen;Valdez, Rogelio;
Una introducción a la variable compleja.
Editorial UAEM.
2013,
ISBN: 978-607-7771-94-4.
4.
Bulajich, R., Hinojosa, G., & Valdez, R.;
Introducción al álgebra.
Editorial UAEM.
2013,
ISBN: 978-607-7771-86-9.
2012
3.
Hinojosa, Gabriela;
Algunos aspectos de la modelación matemática de redes reales.
Inventio.
UAEM.
2012,
(Vol. 8, No. 15, Pag. 65 - 70)
ISSN: 2007-1760.
2011
2.
Hinojosa, Gabriela;Valdez, Rogelio;
Una introducción a la geometría hiperbólica y grupos fuchsianos.
Editorial UAEM.
2011,
ISBN: 978-607-7771-53-1.
2006
1.
Boege, Margareta;Hinojosa, Gabriela;
Nudos para explicar enzimas.
Inventio.
UAEM.
2006,
(Vol. 2, No. 4, Pags. 41 - 47)
ISSN: 2007-1760.