Ciclismo |
Gonçalves, Daniel; Gonçalves, M. I. C., The infinite Lights Out problem and symmetric matrices over Z_2. Journal of Combinatorial Mathematics and Combinatorial Computing, v.103, p. 289-295, 2017. Arxiv version here
D. Gonçalves, M. Sobottka and C.
Starling, Two-sided shift spaces
over infinite alphabets, Journal of the Australian
Mathematical Society, vol. 103, p. 357-386, 2017. Arxiv version here
T. Giordano, D. Gonçalves and C.Starling, Bratelli-Vershik models for partial
actions of Z, International Journal of Mathematics
v. 28, p. 1750073, 2017.
Arxiv version here.
D. Gonçalves and Danilo Royer, Ultragraphs and shift spaces over infinite alphabets, Bulletin des Sciences Mathématiques v. 141, p. 25-45, 2017. Arxiv version here
M. Sobottka and D. Gonçalves, A note on the definition of sliding block codes and the Curtis-Hedlund-Lyndon Theorem, Journal of Cellular Automata. v. 12, p. 209-215, 2017. Arxiv version here
Beuter, Viviane M.; Gonçalves Daniel, Partial crossed products as equivalence relation algebras. Rocky Mountain Journal of Mathematics v. 46, p. 85-104, 2016. Arxiv version here
D. Gonçalves and G. Yoneda, Free path groupoid grading on Leavitt path algebras. International Journal of Algebra and Computationv. 26, p. 1217-1235, 2016. Arxiv version here.
D. Gonçalves, H. Li and D, Royer, Branching systems and general Cuntz-Krieger uniqueness theorem for ultragraph C*-algebras. International Journal of Mathematics 27, 1650083 (2016) [26 pages]. Arxiv version here
D. Gonçalves, M. Sobottka and C. Starling, Sliding block codes between shift spaces over infinite alphabets. Math. Nachrichten. 289, No. 17–18, 2178–2191 (2016), Arxiv version here
Gonçalves, Daniel; Li, Hui; Royer, Danilo, Faithful representations of graph algebras via branching systems. Canadian Mathematical Bulletin, vol 59, 95-103, 2016. Arxiv version here
Gonçalves, Daniel; Royer, Danilo. (M+1)-step shift spaces that are not conjugate to M-step shift spaces. Bulletin des Sciences Mathématiques (Paris. 1885), vol. 139, issue 2, 178-183, 2015. Arxiv version here
Gonçalves, Daniel; Starling, Charles. Division Point Measures from Primitive Substitutions. Expositiones Mathematicae, v. 33, Issue 1, 67-77, 2015. Arxiv version here
Gonçalves, Daniel; Royer, Danilo. Branching systems and representations of Cohn-Leavitt path algebras of separated graphs. Journal of Algebra, v. 422, p. 413-426, 2015. Arxiv version here
Gonçalves, Daniel; Oinert, J.; Royer, Danilo. Simplicity of partial skew group rings with applications to Leavitt path algebras and topological dynamics. Journal of Algebra, v. 420, p. 201-216, 2014. Arxiv version here
Gonçalves, Daniel. Simplicity of partial skew group rings of abelian groups. Canad. Math. Bull. Vol. 57 (3), pp. 511–519, 2014 . Arxiv version here
Gonçalves, Daniel; Royer, Danilo. Leavitt path algebras as partial skew group rings. Communications in Algebra, v. 42, p. 127-143, 2014. Arxiv version here
Gonçalves, Daniel; Royer, Danilo, C*-algebras associated to stationary Bratteli diagramas. Houston Journal of Mathematics, vol 1, no 40, p. 127-143, 2014. Arxiv version here
EXEL, Ruy ; Gonçalves, Daniel ; STARLING, C. . The tiling C*-algebra viewed as a tight inverse semigroup algebra. Semigroup Forum, 84, p. 229-240, 2012., Arxiv version here
Gonçalves, Daniel ; Royer, Danilo. Graph C*-algebras, branching systems and the Perron-Frobenious operator. Journal of Mathematical Analysis and Applications, 391, p. 457-465, 2012. Arxiv version here
EXEL, R. ; Giordano, T. ; Gonçalves, D. . Envelope Algebras of Partial Actions as Groupoid C*-algebras. Journal of Operator Theory, v. 65, p. 197-210, 2011. Arxiv version here
Gonçalves, D. ; Royer, D. . Unitary equivalence of representations of graph algebras and branching systems. Functional Analysis and its Applications, v. 45, p. 117-127, 2011. Arxiv version here
Gonçalves, Daniel . On the K-theory of the stable C*-algebras from substitution tilings. Journal of Functional Analysis, v. 260, p. 998-1019, 2011. Published version here
Gonçalves, Daniel ; Royer, Danilo . On the representations of Leavitt path algebras. Journal of Algebra (Print), v. 333, p. 258-272, 2011. Arxiv version here
GONÇALVES, D. ; Royer, D . Perron Frobenius operators and representations of the Cuntz Krieger algebras for infinite matrices. Journal of Mathematical Analysis and Applications, v. 351, p. 811-818, 2009. Arxiv version here
GONÇALVES, D. . New C*-algebras from Substitution Tilings. Journal of Operator Theory, v. 57, p. 391-407, 2007. Published version here