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20072019
most citedSingular Points of Real Quintic Curves Via Computer Algebra

2 citations · 3 across the 5 of their papers we have counts for

collaborators

6 papers

math.AG2019

Singular Points of High Multiplicity for Septic Curves

Nicholas J. Willis, David A. Weinberg

For real irreducible algebraic curves of the seventh degree, there are 22 types of singular points of multiplicity six, 174 types of singular points of multiplicity five, and at le…

math.AC2019★ 1 cited

Real Univariate Quintics

Elias Gonzalez, David A. Weinberg

For the general monic quintic with real coefficients, polynomial conditions on the coefficients are derived as directly and as simply as possible from the Sturm sequence that will…

math.AC2015

Root Configurations of Real Univariate Cubics and Quartics

Elias Gonzalez, David A. Weinberg

For the general monic cubic and quartic with real coefficients, polynomial conditions on the coefficients are derived as directly and as simply as possible from the Sturm sequence…

math.AG2008

Singular Points of Reducible Sextic Curves

David A. Weinberg, Nicholas J. Willis

There are 106 individual types of singular points for reducible complex sextic curves.

math.AG2008★ 2 cited

Singular Points of Real Quintic Curves Via Computer Algebra

David A. Weinberg, Nicholas J. Willis

There are 42 types of real singular points for irreducible real quintic curves and 49 types of real singular points for reducible real quintic curves. The classification of real si…

math.AG2007

Singular points of real quartic curves via computer algebra

David A. Weinberg, Nicholas J. Willis

There are thirteen types of singular points for irreducible real quartic curves and seventeen types of singular points for reducible real quartic curves. This classification is ori…