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pro vyhledávání: '"Frick, Sarah"'
To study any dynamical system it is useful to find a partition that allows essentially faithful encoding (injective, up to a small exceptional set) into a subshift. Most topological and measure-theoretic systems can be represented by Bratteli-Vershik
Externí odkaz:
http://arxiv.org/abs/2409.00762
Publikováno v:
In Journal of Economic Behavior and Organization May 2023 209:334-347
Autor:
Landberg, Karin, Frick, Sarah
Bakgrund: Livmoderhalscancer är den tredje vanligaste gynekologiska cancersjukdomen som drabbar kvinnor i Sverige och årligen rapporteras 500 000 nya fall världen över. En cancerdiagnos och efterföljande behandling påverkar samtliga aspekter av
Externí odkaz:
http://urn.kb.se/resolve?urn=urn:nbn:se:hj:diva-30308
Autor:
Frick, Sarah1 (AUTHOR), Ormes, Nicholas2 (AUTHOR) nicholas.ormes@du.edu, Dolph, Toni3 (AUTHOR)
Publikováno v:
Dynamical Systems: An International Journal. Dec2024, Vol. 39 Issue 4, p569-591. 23p.
We develop conditions for the coding of a Bratteli-Vershik system according to initial path segments to be periodic, equivalently for a constructive symbolic recursive scheme corresponding to a cutting and stacking process to produce a periodic seque
Externí odkaz:
http://arxiv.org/abs/1812.05680
We consider arbitrary orderings of the edges entering each vertex of the (downward directed) Pascal graph. Each ordering determines an adic (Bratteli-Vershik) system, with a transformation that is defined on most of the space of infinite paths that b
Externí odkaz:
http://arxiv.org/abs/1506.07303
Autor:
Frick, Sarah Bailey
We introduce a family of adic transformations on diagrams that are nonstationary and nonsimple. This family includes some previously studied adic transformations. We relate the dimension group of each these diagrams to the dynamical system determined
Externí odkaz:
http://arxiv.org/abs/0708.1328
Autor:
Frick, Sarah Bailey, Petersen, Karl
There is only one fully supported ergodic invariant probability measure for the adic transformation on the space of infinite paths in the graph that underlies the Eulerian numbers. This result may partially justify a frequent assumption about the equ
Externí odkaz:
http://arxiv.org/abs/0708.1232
Publikováno v:
In Human Resource Management Review December 2018 28(4):411-422
Autor:
Schweinsberg, Martin, Madan, Nikhil, Vianello, Michelangelo, Sommer, S. Amy, Jordan, Jennifer, Tierney, Warren, Awtrey, Eli, Zhu, Luke Lei, Diermeier, Daniel, Heinze, Justin E., Srinivasan, Malavika, Tannenbaum, David, Bivolaru, Eliza, Dana, Jason, Davis-Stober, Clintin P., du Plessis, Christilene, Gronau, Quentin F., Hafenbrack, Andrew C., Liao, Eko Yi, Ly, Alexander, Marsman, Maarten, Murase, Toshio, Qureshi, Israr, Schaerer, Michael, Thornley, Nico, Tworek, Christina M., Wagenmakers, Eric-Jan, Wong, Lynn, Anderson, Tabitha, Bauman, Christopher W., Bedwell, Wendy L., Brescoll, Victoria, Canavan, Andrew, Chandler, Jesse J., Cheries, Erik, Cheryan, Sapna, Cheung, Felix, Cimpian, Andrei, Clark, Mark A., Cordon, Diana, Cushman, Fiery, Ditto, Peter H., Donahue, Thomas, Frick, Sarah E., Gamez-Djokic, Monica, Grady, Rebecca Hofstein, Graham, Jesse, Gu, Jun, Hahn, Adam, Hanson, Brittany E., Hartwich, Nicole J., Hein, Kristie, Inbar, Yoel, Jiang, Lily, Kellogg, Tehlyr, Kennedy, Deanna M., Legate, Nicole, Luoma, Timo P., Maibuecher, Heidi, Meindl, Peter, Miles, Jennifer, Mislin, Alexandra, Molden, Daniel C., Motyl, Matt, Newman, George, Ngo, Hoai Huong, Packham, Harvey, Ramsay, Philip S., Ray, Jennifer L., Sackett, Aaron M., Sellier, Anne-Laure, Sokolova, Tatiana, Sowden, Walter, Storage, Daniel, Sun, Xiaomin, Van Bavel, Jay J., Washburn, Anthony N., Wei, Cong, Wetter, Erik, Wilson, Carlos T., Darroux, Sophie-Charlotte, Uhlmann, Eric Luis
Publikováno v:
In Journal of Experimental Social Psychology September 2016 66:55-67