M. Tibar

发表

Singularities at infinity and their vanishing cycles

D. Siersma, M. Tibar, 1995 .

Detecting asymptotic non-regular values by polar curves

Z. Jelonek, M. Tibar, 2015, 1504.03423.

The Gauss–Bonnet defect of complex affine hypersurfaces

D. Siersma, M. Tibar, 2004, math/0407056.

Topological equivalence of complex polynomials

M. Tibar, Arnaud Bodin, 2003, math/0309316.

Splitting of singularities

M. Tibar, G. Jiang, 2000, math/0010035.

On the geometry of regular maps from a quasi-projective surface to a curve

A. J. Parameswaran, M. Tibar, 2013, 1307.2343.

Vanishing cycles of pencils of hypersurfaces

M. Tibar, 2002, math/0204094.

MILNOR FIBRE HOMOLOGY VIA DEFORMATION

D. Siersma, M. Tibar, 2015, 1512.02840.

Global Euler obstruction and polar invariants

M. Tibar, J. Seade, A. Verjovsky, 2003, math/0310431.

The vanishing neighbourhood of non-isolated singularities

M. Tibar, 2004, math/0411572.

Singularities and Topology of Meromorphic Functions

M. Tibar, 2002, math/0202144.

Bouquet decomposition of the Milnor fibre

M. Tibar, 1996 .

Polynomials and vanishing cycles

M. Tibar, 2007 .

Beyond Mumford's theorem on normal surfaces

M. Tibar, 2014, 1401.3930.

${q}-$ Convexity Properties of the Coverings of a Link Singularity

M. Tibar, M. Colţoiu, C. Joita, 2012 .

Steinness of the universal covering of the complement of a 2-dimensional complex singularity

M. Tibar, M. Colţoiu, 2003 .

Lefschetz number of the monodromy and resolution of singularities

M. Tibar, 1994 .

Milnor numbers and Euler obstruction*

M. Tibar, J. Seade, A. Verjovsky, 2003, math/0311109.

A supplement to the Iomdin-Lê theorem for singularities with one-dimensional singular locus

M. Tibar, 1996 .

Betti Bounds of Polynomials

D. Siersma, M. Tibar, 2011, 1101.3678.

Contact boundaries of hypersurface singularities and of complex polynomials

M. Tibar, C. Caubel, 2003, math/0302057.

The vanishing cohomology of non‐isolated hypersurface singularities

M. Tibar, L. Maxim, L. Paunescu, 2020, Journal of the London Mathematical Society.

VANISHING CYCLES OF POLYNOMIALS

M. Tibar, 2011 .

Polar degree and vanishing cycles

D. Siersma, M. Tibar, 2021, Journal of Topology.

On isolated cyclic quotients with simplest complex link

M. Tibar, 1995 .

Vanishing homology of projective hypersurfaces with 1-dimensional singularities

D. Siersma, M. Tibar, 2017, European Journal of Mathematics.

Vanishing homology of projective hypersurfaces with 1-dimensional singularities

D. Siersma, M. Tibar, 2014, 1411.2640.

On the vanishing cycles of a meromorphic function on the complement of its poles

D. Siersma, M. Tibar, 1999, math/9905108.

Vanishing cycles and singularities of meromorphic functions

D. Siersma, M. Tibar, 1999 .

Images of analytic map germs

M. Tibar, C. Joita, 2018 .

Index formula for MacPherson cycles of affine algebraic varieties

M. Tibar, Joerg Schuermann, 2006, math/0603338.

On Huh’s conjectures for the polar degree

D. Siersma, M. Tibar, J. Steenbrink, 2018, 1805.08175.

Duality of Euler data for affine varieties

M. Tibar, 2005 .

Asymptotic equisingularity and topology of complex hypersurfaces

M. Tibar, 1998, math/9805075.

Complements of Hypersurfaces, Variation Maps, and Minimal Models of Arrangements

M. Tibar, 2014, 1402.1641.

POLAR DEGREE OF SINGULAR PROJECTIVE HYPERSURFACES, AND VANISHING CYCLES OF POLYNOMIALS

Dirk Siersma, Mihai Tibuar, M. Tibar, 2021 .

Singularities at infinity and their vanishing cycles, II : monodromy

D. Siersma, M. Tibar, 2000 .

On singular surfaces

M. Tibar, 2014 .

Regularity at infinity of real mappings and a Morse–Sard theorem

L.R.G. Dias, M.A.S. Ruas, M. Ruas, 2011, 1103.5715.

Deformations of polynomials, boundary singularities and monodromy

D. Siersma, M. Tibar, 2002, math/0207076.

Topology of polynomial functions and monodromy dynamics

D. Siersma, M. Tibar, 1998 .

A pr 2 00 2 VANISHING CYCLES OF PENCILS OF HYPERSURFACES

M. Tibar, 2002 .

CURVATURE AND GAUSS-BONNET DEFECT OF GLOBAL AFFINE HYPERSURFACES

D. Siersma, M. Tibar, 2022 .

Bifurcation set of multi‐parameter families of complex curves

M. Tibar, C. Joita, 2015, Journal of Topology.

On the disk theorem

M. Tibar, M. Colţoiu, 2009 .

Toward Effective Detection of the Bifurcation Locus of Real Polynomial Maps

M. Tibar, L. Dias, Susumu Tanabé, 2016, Foundations of Computational Mathematics.

Toward Effective Detection of the Bifurcation Locus of Real Polynomial Maps

Luis Renato G. Dias, Susumu Tanabé, Mihai Tibar, 2015, Found. Comput. Math..

On the geometry of regular maps from a quasi-projective surface to a curve

A. J. Parameswaran, M. Tibar, 2015, European Journal of Mathematics.

Monodromies at infinity of non-tame polynomials

M. Tibar, K. Takeuchi, 2012, 1208.4584.

Invertible polynomial mappings via Newton non-degeneracy

M. Tibar, Ying Chen, K. Takeuchi, 2013, 1303.6879.

A G ] 2 9 N ov 2 01 8 FIBRATIONS OF HIGHLY SINGULAR MAP GERMS

M. Tibar, R. A. D. Santos, M. Ribeiro, 2018 .

Euclidean distance degree and limit points in a Morsification

M. Tibar, L. Maxim, 2022, Adv. Appl. Math..

Connectivity via nongeneric pencils

M. Tibar, 2002, math/0202123.

Thom irregularity and Milnor tube fibrations

A. J. Parameswaran, M. Tibar, 2016, 1606.09008.

Bifurcation locus and branches at infinity of a polynomial $$f:\mathbb {C}^2\rightarrow \mathbb {C}$$f:C2→C

Z. Jelonek, M. Tibar, 2015 .

Detecting bifurcation values at infinity of real polynomials

M. Tibar, L. Dias, 2014, Mathematische Zeitschrift.

Detecting bifurcation values at infinity of real polynomials

Luis Renato G. Dias, Mihai Tibăr, M. Tibar, 2014, 1403.6624.

Bifurcation locus and branches at infinity of a polynomial f:C2→C\documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin}{-69pt} \begin{document}$$f:\ma

Z. Jelonek, M. Tibar, 2014, Mathematische Annalen.

Singular open book structures from real mappings

M. Tibar, Ying Chen, R. N. Araújo dos Santos, 2010, 1011.1757.

Topological equivalence in families of complex polynomials

M. Tibar, Arnaud Bodin, 2003 .

On higher homotopy groups of pencils

M. Tibar, 2002 .

Homotopy variation map and higher homotopy groups of pencils

M. Tibar, 2002 .

The Zariski-Lefschetz principle for higher homotopy groups of nongeneric pencils

M. Tibar, 2002, math/0207108.

Homotopy variation and nongeneric pencils

M. Tibar, 2002 .

Asymptotic behaviour of families of real curves

A. Zaharia, M. Tibar, 1999 .

On the monodromy fibration of polynomial functions with singularities at infinity

M. Tibar, 1997 .

Images of analytic map germs and singular fibrations

M. Tibar, C. Joita, 2019, European Journal of Mathematics.

Homotopy groups of complements and nonisolated singularities

A. Libgober, M. Tibar, 2002, math/0202048.

Limits of tangents and minimality of complex links

M. Tibar, 2003 .

On Newton non-degeneracy of polynomial mappings

M. Tibar, L. Dias, Y. Chen, 2012, 1207.1612.