Datasets & Related Materials
Search criteria:
List of files deposited in CurateND that match your search criteria

 Creator(s):
 Jonathan Hauenstein, Alan Liddell, Yi Zhang
 Description:
Standard interior point methods in semidefinite programming track a solution path for a homotopy defined by a system of polynomial equations. By viewing this in the context of numerical algebraic geometry, we are able to employ techniques to handle various cases which can arise. Adaptive precision path tracking techniques can help navigate around illconditioned areas. When the optimizer is singular with respect to the firstorder optimality conditions, endgames can be used to efficiently and…
 Date Created:
 20180410

4
Dataset

 Creator(s):
 Jonathan Hauenstein
 Description:
A common problem when analyzing models, such as a mathematical modeling of a biological process, is to determine if the unknown parameters of the model can be determined from given inputoutput data. Identifiable models are models such that the unknown parameters can be determined to have a finite number of values given inputoutput data. The total number of such values over the complex numbers is called the identifiability degree of the model. Unidentifiable models are models such that th…
 Date Created:
 20180309

 Creator(s):
 Samantha Sherman, Jonathan Hauenstein
 Description:
Computational tools in numerical algebraic geometry can be used to numerically approximate solutions to a system of polynomial equations. If the system is wellconstrained (i.e., square), Newton’s method is locally quadratically convergent near each nonsingular solution. In such cases, Smale’s alpha theory can be used to certify that a given point is in the quadratic convergence basin of some solution. This was extended to certifiably determine the reality of the corresponding sol…
 Date Created:
 20180308

 Creator(s):
 Margaret Regan, Jonathan Hauenstein
 Description:
A common computational problem is to compute topological information about a real surface defined by a system of polynomial equations. Our software, called polyTop, leverages numerical algebraic geometry computations from Bertini and Bertini_real with topological computations in javaPlex to compute the Euler characteristic, genus, Betti numbers, and generators of the fundamental group of a real surface. Several examples are used to demonstrate this new software.
 Date Created:
 20180302

 Creator(s):
 Edward Beatty
 Description:
The Mexican patent database collects data on all patents issued in Mexico from roughly 1840 to the onset of the Mexican Revolution in 1911, totaling approximately thirteen thousand five hundred (13,500) discrete patent records. At present, this is the most comprehensive record of patents issued by Mexican governments during the nineteenth century. There is no single archival or published source that contains a comprehensive list or data on Mexican patents issued over the course of the long …
 Date Created:
 20180129

 Creator(s):
 Rob Wieck
 Description:
12 microsatellite markers 14,888 single nucleotide polymorphisms (SNPs) to empirically estimate the effective population size (Ne) in Aedes aegypti, the major vector of yellow fever, dengue, chikungunya, Zika virus. Temporal sampling methods were used to estimate Ne on a global dataset made up of 46 samples of Ae. aegypti that included multiple time points from 17 widely distributed geographic localities. This data has been processed and imported into VectorBase’s Population Biology resou…
 Date Created:
 20180105

 Creator(s):
 Sunny Boyd
 Description:
Mate choice strategies in a spatiallyexplicit model environment
Giordano B. S. Ferreira1, Matthias Scheutz1, and Sunny K. Boyd2 1Department of Computer Science, Tufts University, Medford, MA 02155, USA Matthias.scheutz@tufts.edu and Giordano.Ferreira@tufts.edu 2Department of Biological Sciences, University of Notre Dame, Notre Dame, IN 46556, USA Boyd.1@nd.edu (Corresponding author; phone: 5746315021; fax: 5746317413)
Keywords: mate choice, decisionmaking, agentbased modeling, f…
 Date Created:
 20171214

 Creator(s):
 Eitan Tzelgov, Daniel Pemstein, Adam Glynn, SvendErik Skaaning, Jeffrey Staton, Allen Hicken, Michael Bernhard, John Gerring, Jan Teorell, Michael Coppedge, Kelly McMann, Megan Reif, Carl Henrik Knutsen, Yiting Wang, David Altman, Staffan I. Lindberg, Matthew Kroenig, M. Steven Fish
 Description:
Data for Varieties of Democracy Project. Version 7 of these files. There is also a collection of posterior files for v.7.
 Date Created:
 2017