Lower bound for the Perron-Frobenius degrees of Perron numbers

Using an idea of Doug Lind, we give a lower bound for the Perron-Frobenius degree of a Perron number that is not totally-real. As an application, we prove that there are cubic Perron numbers whose Perron-Frobenius degrees are arbitrary large; a result known to Lind, McMullen and Thurston. A similar result is proved for biPerron numbers.Comment: To appear in Ergodic Theory and Dynamical Systems, 15 pages, 4 figure

Lind\u27s A Charlie Brown religion: Exploring the spiritual life and work of Charles M. Schulz (Book Review)

A review of Lind, S. J. (2016). A Charlie Brown religion: Exploring the spiritual life and work of Charles M. Schulz. Jackson, MI: University of Mississippi Press. 200 pp. $25.00. ISBN 978149680468

Ragam Orchidaceae Epifit di Kawasan Ubalan Kediri dan Prospeknya sebagai Modal Bioekonomi Lokal

- This research was aimed to describe the kinds of Orchidaceae ephypitic in Ubalan Kediri. This research was conducted by describtive using explore method, started at Julii up to September 2013. Sampel were colected and to determine. Data shown that there were six specieses. They were Dendrobium crumenaatum Swartz, Cymbidium biclolor (Lind.) Swartz, Rhynchostylis retusa (Lind.) BI, Dendrobium secundum (BI.) Lind., Dendrobium anosmum Lind., dan Dendrobium tetrodon Ruhb.f. Based on karacters of flower analysis, both of R. retusa (Lind.) BI andD. tetrodon Ruhbf. have a greet capacities as local bioeconomy either conventionally or in vitro biotechnology

A Reconsideration of Arrow-Lind: Risk Aversion, Risk Sharing, and Agent Choice

We consider the original Arrow-Lind framework in which a government undertakes a risky project to be shared among many taxpayers. In our model, the taxpayers decide the level of participation in the risky project. Moreover, the amount of taxes collected by the government fully finances the public project. In this case, we show that projects cannot be evaluated only on the basis of expected benefits since the resulting tax determined by the model is incompatible with any risk sharing.Arrow-Lind Theorem, Risk aversion, Risk sharing, Choice

Newspaper of the university of alaska southeast juneau campus

Lind invites Gorbachev to UAS -- Tuxedo Junction a success again -- I think Juneau is just fine without the A-J mine, don't you? -- "Tin Machine" Bowie's album reviewed -- Quotes of the Week -- Whalesong Campus Survey -- Did you know? -- Astronomer to make presentation

Connectivity of tropicalizations

We show that the tropicalization of an irreducible variety over a complete or algebraically closed valued field is connected through codimension 1, giving an affirmative answer in all characteristics to a question posed by Einsiedler, Lind, and Thomas in 2003.Comment: 7 page