Numerical Implicitization for Macaulay2

10/10/2016
by   Justin Chen, et al.
0

We present the Macaulay2 package NumericalImplicitization, which allows for user-friendly computation of the basic invariants of the image of a polynomial map, such as dimension, degree, and Hilbert function values. This package relies on methods of numerical algebraic geometry, such as homotopy continuation and monodromy.

READ FULL TEXT

page 1

page 2

page 3

page 4

research
08/16/2018

Aligator.jl - A Julia Package for Loop Invariant Generation

We describe the Aligator.jl software package for automatically generatin...
research
08/02/2022

The NumericalCertification package in Macaulay2

The package implements methods for certifying numerical approximations ...
research
11/30/2022

Ultrafast learning of 4-node hybridization cycles in phylogenetic networks using algebraic invariants

The abundance of gene flow in the Tree of Life challenges the notion tha...
research
01/05/2021

"Old Techniques for New Times": the RMaCzek package for producing Czekanowski's Diagrams

Inspired by the MaCzek Visual Basic program we provide an R package, RMa...
research
04/27/2023

Singularity Distance Computations for 3-RPR Manipulators using Extrinsic Metrics

It is well-known that parallel manipulators are prone to singularities. ...
research
03/20/2019

Autocovariance Varieties of Moving Average Random Fields

We study the autocovariance functions of moving average random fields ov...
research
03/12/2018

Dedekind Zeta Zeroes and Faster Complex Dimension Computation

Thanks to earlier work of Koiran, it is known that the truth of the Gene...

Please sign up or login with your details

Forgot password? Click here to reset