We give an explicit formula for the log-canonical threshold of a reduced germ of plane curve. The formula depends only on the first two maximal contact values of the branches and their intersection multiplicities. We also improve the two branches formula given in [27].Supported by Spain Ministry of Economy MTM2012-36917-C03-03 and University Jaume I P1-1B2015-02.Galindo Pastor, C.; Hernando, F.; Monserrat Delpalillo, FJ. (2016). The log-canonical threshold of a plane curve. Mathematical Proceedings. 160(3):513-535. doi:10.1017/S0305004116000037S513535160
We establish a patchworking theorem à la Viro for the Log-critical locus of algebraic curves in (C∗)...
Dedicated to Yuri Manin on his seventieth birthday Abstract. We study global log canonical threshold...
The paper describes several invariants of plane curve singularities in terms of the data of associat...
We give an explicit formula for the log-canonical threshold of a reduced germ of plane curve. The f...
We give an explicit formula for the log-canonical threshold of a reduced germ of plane curve. The fo...
We give an explicit formula for the log-canonical threshold of a reduced germ of plane curve. The f...
“garcia de galdeano” garcía de galdeano seminario matemático n. 17 PRE-PUBLICACIONES del seminario m...
We compute log canonical thresholds of reduced plane curves of degree $d$ at points of multiplicity ...
AbstractWe obtain a bound on the degree of curves with fixed log canonical threshold at very general...
It is shown that, on a smooth surface, the log-canonical threshold of a curve with an isolated singu...
Abstract. Let f (x, y) be an irreducible power series. J. Igusa found a formula for the log canonica...
honors thesisCollege of ScienceMathematicsTommaso de FernexIn algebraic geometry, the log canonical ...
AbstractWe obtain a bound on the degree of curves with fixed log canonical threshold at very general...
We compute the global log-canonical thresholds (lct) of del Pezzo surfaces of degrees >= 2 with du V...
We establish a patchworking theorem à la Viro for the Log-critical locus of algebraic curves in (C∗)...
We establish a patchworking theorem à la Viro for the Log-critical locus of algebraic curves in (C∗)...
Dedicated to Yuri Manin on his seventieth birthday Abstract. We study global log canonical threshold...
The paper describes several invariants of plane curve singularities in terms of the data of associat...
We give an explicit formula for the log-canonical threshold of a reduced germ of plane curve. The f...
We give an explicit formula for the log-canonical threshold of a reduced germ of plane curve. The fo...
We give an explicit formula for the log-canonical threshold of a reduced germ of plane curve. The f...
“garcia de galdeano” garcía de galdeano seminario matemático n. 17 PRE-PUBLICACIONES del seminario m...
We compute log canonical thresholds of reduced plane curves of degree $d$ at points of multiplicity ...
AbstractWe obtain a bound on the degree of curves with fixed log canonical threshold at very general...
It is shown that, on a smooth surface, the log-canonical threshold of a curve with an isolated singu...
Abstract. Let f (x, y) be an irreducible power series. J. Igusa found a formula for the log canonica...
honors thesisCollege of ScienceMathematicsTommaso de FernexIn algebraic geometry, the log canonical ...
AbstractWe obtain a bound on the degree of curves with fixed log canonical threshold at very general...
We compute the global log-canonical thresholds (lct) of del Pezzo surfaces of degrees >= 2 with du V...
We establish a patchworking theorem à la Viro for the Log-critical locus of algebraic curves in (C∗)...
We establish a patchworking theorem à la Viro for the Log-critical locus of algebraic curves in (C∗)...
Dedicated to Yuri Manin on his seventieth birthday Abstract. We study global log canonical threshold...
The paper describes several invariants of plane curve singularities in terms of the data of associat...