Publication Search Results
Exact matches for:
- Author = Paunescu L [web profile page]
1.
Koike S, Paunescu L
Satoshi Koike and Laurentiu Paunescu:
The Lipschitz type of the geometric directional bundle,
European Journal of Mathematics,
10
(2024),
no. 30,
17 pages.
2.
Parusiński A, Paunescu L
Adam Parusiński and Laurenţiu Păunescu:
Zariski’s dimensionality type of singularities. Case of dimensionality type 2,
Journal of Algebraic Geometry,
33
(2024),
no. 1,
117–142.
3.
Daners D, Paunescu L
Daniel Daners,Laurentiu Paunescu:
The fundamental theorem of algebra via real polynomials,
American Mathematical Monthly,
130
(2023),
no. 8,
727.
4.
Parusiński A, Paunescu L
Adam Parusiński, Laurenţiu Păunescu:
Lipschitz stratification of complex hypersurfaces in codimension 2,
Journal of the European Mathematical Society (JEMS),
25
(2023),
1743–1781.
5.
Maxim LG, Paunescu L, Tibăr M
Laurenţiu G Maxim, Laurenţiu Păunescu and Mihai Tibăr:
Vanishing Cohomology and Betti Bounds for Complex Projective Hypersurfaces,
Annales de L'Institut Fourier,
72
(2022),
no. 4,
1705–1731.
6.
Migus P, Paunescu L, Tibăr M
Piotr Migus, Laurenţiu Păunescu, Mihai Tibăr:
Clustering polar curves,
Topology and its applications,
313
(2022),
no. May 2022,
Article 107991 (15 pages).
7.
Koike S, Paunescu L
Satoshi Koike and Laurentiu Paunescu:
Stabilisation of geometric directional bundle for a subanalytic set,
Topology and its applications,
313
(2022),
no. May 2022,
Article 107988 (15 pages).
8.
Koike S, Paunescu L
Satoshi Koike and Laurentiu Paunescu:
On finiteness theorems of polynomial functions,
European Journal of Mathematics,
In Press
(2022),
1–21.
9.
Maxim L, Paunescu L, Tibar M
Laurenţiu Maxim, Laurenţiu Păunescu and Mihai Tibăr:
The vanishing cohomology of non-isolated hypersurface singularities,
Journal of the London Mathematical Society,
2
(2022),
1–42.
10.
Dimca A, Paunescu L, Suciu AI
Alexandru Dimca, Laurențiu Păunescu, Alexander I Suciu:
Papadima Volume,
European Journal of Mathematics,
6
(2020),
no. 3,
619–623.
11.
Fukui T, Koike S, Paunescu L
T. Fukui, S. Koike and L. Paunescu:
The seventh Japanese-Australian workshop in real and complex singularities,
T. Fukui, S. Koike and L. Paunescu (eds.),
Romanian Academy, Publishing House of the Romanian Academy,
Revue Romaine Math. Pures Appl. 64,
(2019),
393--586.
12.
Koike S, Paunescu L
Satoshi Koike and Laurentiu Paunescu:
Global Directional Properties of Singular Spaces,
Revue Roumaine de Mathematiques Pures et Appliquees,
64
(2019),
no. 4,
479–504.
MR4049698
13.
Koike S, Paunescu L
Satoshi Koike and Laurentiu Paunescu:
Applications of the sequence selection property to bi-Lipschitz geometry,
European Journal of Mathematics,
5
(2019),
no. 4,
1202–1211.
MR4015453
14.
Paunescu L, Tibar M
Laurentiu Paunescu and Mihai Tibar:
Concentration of curvature and Lipschitz invariantsof holomorphic functions of two variables,
Journal of London Mathematical Society,
2
(2019),
no. 100,
203–222.
15.
McCallum S, Parusiński A, Paunescu L
Scott McCallum, Adam Parusiński, Laurentiu Paunescu:
Validity proof of Lazard's method for CAD construction,
Journal of Symbolic Computation,
92
(2019),
no. May-June 2019,
52–69.
MR3907347
16.
McCrory C, Parusiński A, Paunescu L
Clint McCrory, Adam Parusiński, Laurentiu Paunescu:
Algebraic stratified general position and transversality,
Journal of Algebraic Geometry,
28
(2019),
no. 1,
139–152.
MR3875363
17.
Fish A, Paunescu L
Alexander Fish and Laurentiu Paunescu:
Unwinding spirals I,
Methods and Applications of Analysis,
25
(2018),
no. 3,
225–232.
18.
Papadima S, Paunescu L
Stefan Papadima and Laurentiu Paunescu:
Rank two jump loci for solvmanifolds and Lie algebras,
Journal of the Mathematical Society of Japan,
70
(2018),
no. 2,
695–709.
19.
Kurdyka K, Paunescu L
Krzysztof Kurdyka and Laurentiu Paunescu:
Nuij Type Pencils of Hyperbolic Polynomials,
Canadian Mathematical Bulletin,
60
(2017),
no. 3,
561–570.
20.
Parusiński A, Paunescu L
Adam Parusinski and Laurentiu Paunescu:
Arc-wise analytic stratification, Whitney fibering conjecture and Zariski equisingularity,
Advances in Mathematics,
309
(2017),
254–305.
21.
Koike S, Papadima S, Paunescu L
Satoshi Koike, Stefan Papadima and Laurentiu Paunescu:
Romanian Journal of Pure and Applied Mathematics,
The Fifth Japanese-Australian Workshop on Real and Complex Singularities (JARCS SYDNEY 2013),
Satoshi Koike, Stefan Papadima and Laurentiu Paunescu (eds.),
Romanian Academy,
Bucharest, Romania,
(2015),
405–581.
ISBN 0035-3965.
22.
Koike S, Kuo TC, Paunescu L
Satoshi Koike, Tzee-Char Kuo and Laurentiu Paunescu:
A'Campo curvature bumps and the Dirac phenomenon near a singular point,
Proceedings of the London Mathematical Society,
111
(2015),
no. 3,
717–748.
23.
Koike S, Paunescu L
Satoshi Koike and Laurentiu Paunescu:
On the geometry of sets satisfying the sequence selection property,
Journal of the Mathematical Society of Japan,
67
(2015),
no. 2,
721–751.
24.
Koike S, Paunescu L
Satoshi Koike and Laurentiu Paunescu:
(SSP) Geometry with directional homeomorphisms,
Journal of Singularities,
13
(2015),
169–178.
25.
Paunescu L
Laurentiu Paunescu:
Gauss--Lucas and Kuo--Lu Theorems,
Bridging Algebra, Geometry and Topology,
Experimental and Theoretical Methods in Algebra, Geometry and Topology,
Denis Ibadula and Willem Veys (eds.),
Springer Proceedings in Mathematics and Statistics,
Springer,
Switzerland,
(2014),
197–201.
ISBN 2194-1009; 978-3-319-09185-3.
26.
Koike S (ed.), Fukui T (ed.), Paunescu L (ed.), Harris A (ed.), Isaev A (ed.)
Satoshi Koike, Toshizumi Fukui, Laurentiu Paunescu, Adam Harris, Alexander Isaev:
Proceedings of the 4th Japanese-Australian Workshop (JARCS4),
Proceedings of the 4th Japanese-Australian Workshop (JARCS4),
4th Japanese-Australian Workshop (JARCS4),
Satoshi Koike, Toshizumi Fukui, Laurentiu Paunescu, Adam Harris, Alexander Isaev (eds.),
JARCS,
World Scientific Publishing Co. Pte. Ltd.,
Singapore,
(2014),
203.
ISBN 9789814596039.
27.
Koike S, Kuo TC, Paunescu L
Satoshi Koike, Tzee-Char Kuo and Laurentiu Paunescu:
Non concentration of curvature near singular points of two variable analytic functions,
Topics on Real and Complex Singularities, Proceedings of the 4th Japanese-Australian Workshop (JARCS4),
The Fourth Japanese-Australian Workshop on Real and Complex Singularities,
Satoshi Koike, Toshizumi Fukui, Laurentiu Paunescu, Adam Harris, Alexander Isaev (eds.),
JARCS,
World Scientific,
Singapore,
(2014),
115–140.
ISBN 978-981-4596-03-9.
28.
Koike S, Loi TL, Paunescu L, Shiota M
Satoshi Koike, Ta Lê Loi, Laurentiu Paunescu, Masahiro Shiota:
Directional properties of sets definable in \(o\)-minimal structures,
Annales de L'Institut Fourier,
63
(2013),
no. 5,
2017–2047.
29.
Koike S, Kuo TC, Paunescu L
Satoshi Koike, Tzee-Char Kuo and Laurentiu Paunescu:
A study of curvature using infinitesimals,
Proceedings of the Japan Academy, Series A, Mathematical Science,
88A
(2012),
70–74.
MR2925285
30.
Kuo TC, Paunescu L
Tzee-Char Kuo and Laurentiu Paunescu:
Enriched Riemann sphere, Morse stability and equi-singularity in \(\mathcal{O}_2\),
Journal of the London Mathematical Society,
85
(2012),
no. 2,
382–408.
MR2901070
31.
Kuo TC, Paunescu L
Tzee-Char Kuo and Laurentiu Paunescu:
Morse equi-singular deformation in \(\mathbb{C}^2\),
C. R. Math. Acad. Sci. Soc. R. Can.,
32
(2010),
no. 4,
–.
MR2778970
32.
Paunescu L
:
(Ed) JARCS III Sydney 2009,
Proceedings of JARCS III,
The Third Japanese Australian Workshop on Real and Complex Singularities,
L Paunescu, T Fukui, A Harris, A Isaev and S Koike (eds.),
The Japanese-Australian Workshop on Real and Complex Singularities,
Centre for Mathematics and its Applications,
Canberra,
(2010),
174.
ISBN 0 7315 5207 5.
33.
Fukui T, Kurdyka K, Paunescu L
Toshizumi Fukui, Krzysztof Kurdyka and Laurentiu Paunescu:
Tame nonsmooth inverse mapping theorems,
Siam Journal of Optimization,
20
(2010),
no. 3,
1573–1590.
34.
Koike S, Paunescu L
Satoshi Koike and Laurentiu Paunescu:
The directional dimension of subanalytic sets is invariant under bi-Lipschitz homeomorphisms,
Annales de l'Institut Fourier,
59
(2009),
no. 6,
2445–2467.
MR2640926
35.
Fukui T, Paunescu L
T Fukui and L Paunescu:
On blow-analytic equivalence,
Arc Spaces and Additive Invariants in Real Algebraic and Analytic Geometry,
Panoramas et Syntheses,
Societe Mathematique de France,
Marseilles,
(2008),
87–125.
ISBN 2-85629-236-4.
36.
Kuo TC, Paunescu L
T. C Kuo and L. Paunescu:
The Enriched Riemann Sphere and Stability,
The second Japanese-Australian Workshop on Real and Complex Singularities,
Workshop on Real and Complex Singularities,
S. Koike, T. Fukui, L. Paunescu and A. Harris (eds.),
RIMS Kokyuroku 1610,
Research Institute for Mathematical Sciences,
Kyoto University, Kyoto, Japan,
(2008),
80–83.
37.
Fukui T, Kurdyka K, Paunescu L
T. Fukui, K. Kurdyka and L. Paunescu:
On Injectivity of Tame Mappings,
The second Japanese-Australian Workshop on Real and Complex Singularities,
Workshop on Real and Complex Singularities,
S. Koike, T. Fukui, L. Paunescu and A. Harris (eds.),
RIMS Kokyuroku 1610,
Research Institute for Mathematical Sciences,
Kyoto University, Kyoto, Japan,
(2008),
29–31.
38.
Kurdyka K, Paunescu L
Krzysztof Kurdyka and Laurentiu Paunescu:
Hyperbolic polynomials and multiparameter real-analytic perturbation theory,
Duke Mathematical Journal,
141
(2008),
no. 1,
123–149.
MR2372149
39.
Papadima S, Paunescu L
Stefan Papadima and Laurentiu Paunescu:
Closed Manifolds Coming From Artinian Complete Intersections,
Transactions of the American Mathematical Society,
359
(2007),
no. 6,
2777–2786.
MR2286055
40.
Paunescu L
Paunescu L:
(Ed) Real and Complex Singularities,
Proceedings of the Australian-Japanese Workshop,
The first Australian-Japanese Workshop on Real and Complex Singularities,
L. Paunescu, A. Harris, T. Fukui and S. Koike (eds.),
World Scientific,
Singapore,
(2007),
459.
ISBN 978-981-270-551-8.
MR2280705
41.
Kuo TC, Paunescu L
T-C Kuo and Laurentiu Paunescu:
Desingularization And Equisingularity At Undergraduate Level,
Real and Complex Singularities,
Real and Complex Singularities,
Laurentiu Paunescu, Adam Harris, Toshizumi Fukui and Satoshi Koikke (eds.),
Proceedings of The Japanese-Australian workshop,
World Scientific,
Singapore,
(2007),
207–231.
ISBN 978-981-270-551-8.
MR2336687
42.
Papadima S, Paunescu L
S. Papadima and L. Paunescu:
Isometry-invariant geodesics and nonpositive derivations of the cohomology,
Journal of Differential Geometry,
71
(2005),
no. 1,
159–176.
MR2191771
43.
Kuo TC, Paunescu L
Tzee-Char Kuo, Laurentiu Paunescu:
Equisingularity in \(\mathbb{R}^2\) as Morse stability in infinitesimal calculus,
Proceedings of the Japan Academy. Series A. Mathematical Sciences,
81
(2005),
115–120.
MR2159239
44.
Kurdyka K, Paunescu L
Krzystof Kurdyka, Laurentiu Paunescu:
Arc-analyticity is an open property,
Singularites Franco-Japonaises,
The second Franco-Japanese Singularity Conference,
Jean-Paul Brasselet and Tatsuo Suwa (eds.),
Seminaires et Congres,
Societe Mathematique de France,
Paris,
(2005),
155–162.
ISBN 2-85629-166-X.
MR2145953
45.
Fukui T, Kurdyka K, Paunescu L
Toshizumi Fukui, Krzysztof Kurdyka, Laurentiu Paunescu:
An inverse mapping theorem for ARC-analytic homeomorphisms,
Geometric singularity theory,
Geometry and Topology of Caustics - Caustics '02,
Heisuke Hironaka, Stanislaw Janeczko and Stanislaw Lojasiewicz (eds.),
Banach Center Publications,
Polish Academy of Sciences, Institute of Mathematics,
Warsaw,
(2004),
49–56.
MR2104336
46.
Kurdyka K, Paunescu L
Krzysztof Kurdyka, Laurentiu Paunescu:
Arc-analytic roots of analytic functions are Lipschitz,
Proceedings of the American Mathematical Society,
132
(2004),
1693–1702.
MR2051130
47.
Paunescu L
Laurentiu Paunescu:
Invariants associated with blow-analytic homeomorphisms,
Proceedings of the Japan Academy. Series A. Mathematical Sciences,
78
(2002),
194–198.
2003m:58058
48.
Paunescu L
Laurentiu Paunescu:
Implicit function theorem for locally blow-analytic functions,
Annales de l'Institut Fourier,
51
(2001),
1089–1100.
2003d:58062
49.
Paunescu L, Kuo TC, Fukui T
L Paunescu, T C Kuo and T Fukui:
Constructing blow-analytic isomorphisms,
Annales de l'Institut Fourier,
51
(2001),
1071–1087.
2003d:58061
50.
Kuo TC, Paunescu L
Tzee-Char Kuo, Laurentiu Paunescu:
An elementary exposé on equisingularity,
First International Congress of Chinese Mathematicians,
First International Congress of Chinese Mathematicians,
Lo Yang and S.-T. Yau (eds.),
AMS/IP Studies in Advanced Mathematics,
International Press, Cambridge MA,
USA,
(2001),
345–350.
ISBN 0-8218-2652-2.
2002d:32042
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