M. Angeles Alfonseca

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All published works

Action	Title	Year	Authors
+	Two results on the homothety conjecture for convex bodies of flotation on the plane	2025	M. Angeles Alfonseca Fëdor Nazarov Dmitry Ryabogin Alina Stancu Vladyslav Yaskin
+	Characterizations of balls and ellipsoids by infinitesimal homothetic conditions	2025	M. Angeles Alfonseca Dmitry Ryabogin Alina Stancu Vladyslav Yaskin
+ PDF Chat	Characterization of the sphere and of bodies of revolution by means of Larman points	2024	M. Angeles Alfonseca M. Cordier Jesús Jerónimo-Castro E. Morales‐Amaya
+	Analysis and geometry near the unit ball: proofs, counterexamples, and open questions	2023	M. Angeles Alfonseca Fëdor Nazarov Dmitry Ryabogin Vladyslav Yaskin
+	Characterization of the sphere and of bodies of revolution by means of Larman points	2023	M. Angeles Alfonseca M. Cordier Jesús Jerónimo-Castro E. Morales‐Amaya
+ PDF Chat	A solution to the fifth and the eighth Busemann-Petty problems in a small neighborhood of the Euclidean ball	2021	M. Angeles Alfonseca Fëdor Nazarov Dmitry Ryabogin Vladyslav Yaskin
+ PDF Chat	Uniqueness results for bodies of constant width in the hyperbolic plane	2021	M. Angeles Alfonseca M. Cordier Dan I. Florentin
+	A solution to the Fifth and the Eighth Busemann-Petty problems in a small neighborhood of the Euclidean ball	2021	M. Angeles Alfonseca Fëdor Nazarov Dmitry Ryabogin Vladyslav Yaskin
+	A solution to the Fifth and the Eighth Busemann-Petty problems in a small neighborhood of the Euclidean ball	2021	M. Angeles Alfonseca Fëdor Nazarov Dmitry Ryabogin Vladyslav Yaskin
+	Uniqueness Results for Bodies of Constant Width in the Hyperbolic Plane	2019	M. Angeles Alfonseca M. Cordier Dan I. Florentin
+ PDF Chat	On bodies in $\mathbb R^5$ with directly congruent projections or sections	2019	M. Angeles Alfonseca M. Cordier Dmitry Ryabogin
+	Uniqueness Results for Bodies of Constant Width in the Hyperbolic Plane	2019	M. Angeles Alfonseca M. Cordier Dan I. Florentin
+	On bodies in $\mathbb{R}^5$ with directly congruent projections or sections	2018	M. Angeles Alfonseca M. Cordier Dmitry Ryabogin
+	On bodies in $\mathbb{R}^5$ with directly congruent projections or sections	2018	M. Angeles Alfonseca M. Cordier Dmitry Ryabogin
+ PDF Chat	Counterexamples related to rotations of shadows of convex bodies	2017	M. Angeles Alfonseca M. Cordier
+ PDF Chat	On bodies with directly congruent projections and sections	2016	M. Angeles Alfonseca M. Cordier Dmitry Ryabogin
+	Counterexamples Related to Rotations of Shadows of Convex Bodies	2015	M. Angeles Alfonseca M. Cordier
+	Counterexamples Related to Rotations of Shadows of Convex Bodies	2015	M. Angeles Alfonseca M. Cordier
+	On bodies with directly congruent projections and sections	2014	M. Angeles Alfonseca M. Cordier Dmitry Ryabogin
+	On bodies with directly congruent projections and sections	2014	M. Angeles Alfonseca M. Cordier Dmitry Ryabogin
+ PDF Chat	On the Local Convexity of Intersection Bodies of Revolution	2013	M. Angeles Alfonseca Jaegil Kim
+ PDF Chat	Intersection bodies that are not polar zonoids: A flat top condition in dimensions four and six	2013	M. Angeles Alfonseca
+	An extension of a result by Lonke to intersection bodies	2013	M. Angeles Alfonseca
+	Topics: Fourier Analysis arose in the XIX century as a method to solve the heat and the wave equations, two of the most representative second order partial dierential	2012	M. Angeles Alfonseca
+	Analyticity of layer potentials and <mml:math xmlns:mml="http://www.w3.org/1998/Math/MathML" altimg="si1.gif" overflow="scroll"><mml:msup><mml:mi>L</mml:mi><mml:mn>2</mml:mn></mml:msup></mml:math> solvability of boundary value problems for divergence form elliptic equations with complex <mml:math xmlns:mml="http://www.w3.org/1998/Math/MathML" altimg="si2.gif" overflow="scroll"><mml:msup><mml:mi>L</mml:mi><mml:mo>∞</mml:mo></mml:msup></mml:math> coefficients	2010	M. Angeles Alfonseca Pascal Auscher Andreas Axelsson Steve Hofmann Seick Kim
+	An extension of a result by Lonke to intersection bodies	2010	M. Angeles Alfonseca

Common Coauthors

Coauthor	Papers Together
M. Cordier	14
Dmitry Ryabogin	12
Vladyslav Yaskin	6
Fëdor Nazarov	5
Dan I. Florentin	3
E. Morales‐Amaya	2
Jesús Jerónimo-Castro	2
Alina Stancu	2
Andreas Axelsson	1
Steve Hofmann	1
Pascal Auscher	1
Jaegil Kim	1
Seick Kim	1

Commonly Cited References

Action	Title	Year	Authors	# of times referenced
+	Convex Bodies: The Brunn–Minkowski Theory	1993	Rolf Schneider	8
+	Fourier Analysis in Convex Geometry	2005	Alexander Koldobsky	7
+	On the continual Rubik’s cube	2012	Dmitry Ryabogin	5
+	Convex Bodies with Congruent Sections	1980	Rolf Schneider	4
+	Intersection bodies and dual mixed volumes	1988	Erwin Lutwak	4
+	On the Existence of Slices for Actions of Non-Compact Lie Groups	1961	Richard S. Palais	4
+	A Lemma of Nakajima and Süss on Convex Bodies	2015	Dmitry Ryabogin	3
+ PDF Chat	A class of convex bodies	1969	Ethan D. Bolker	3
+ PDF Chat	On zonoids whose polars are zonoids	1997	Yossi Lonke	3
+ PDF Chat	An Analytic Solution to the Busemann-Petty Problem on Sections of Convex Bodies	1999	Richard J. Gardner Alexander Koldobsky Thomas Schlumprecht	3
+	Second Derivative Test for Intersection Bodies	1998	Alexander Koldobsky	3
+ PDF Chat	Problems on convex bodies	1956	Herbert Busemann C. M. Petty	3
+	On bodies with directly congruent projections and sections	2014	M. Angeles Alfonseca M. Cordier Dmitry Ryabogin	2
+	Counterexamples Related to Rotations of Shadows of Convex Bodies	2015	M. Angeles Alfonseca M. Cordier	2
+ PDF Chat	Foundations of Hyperbolic Manifolds	2006	John G. Ratcliffe	2
+	Width of convex bodies in spaces of constant curvature	2008	E. Gallego Agustí Reventós Gil Solanes Eberhard Teufel	2
+ PDF Chat	On bodies with directly congruent projections and sections	2016	M. Angeles Alfonseca M. Cordier Dmitry Ryabogin	2
+ PDF Chat	The Busemann–Petty problem in hyperbolic and spherical spaces	2005	Vladyslav Yaskin	2
+	Curves of constant width in the non-euclidean geometry	2005	Kurt Leichtweiß	2
+	Covering shadows with a smaller volume	2010	Daniel A. Klain	2
+	Convex Bodies with SO(2) Congruent Projections	2012	Benjamin Mackey	2
+	Convex Bodies The Brunn-MinkowskiTheory	2013	Rolf Schneider	2
+ PDF Chat	Elliptic Partial Differential Equations of Second Order	2001	David Gilbarg Neil S. Trudinger	2
+	On sections of convex bodies in hyperbolic space	2016	K.L.H. Hiripitiyage Vladyslav Yaskin	2
+	The Interface between Convex Geometry and Harmonic Analysis	2007	Alexander Koldobsky Vladyslav Yaskin	2
+	The unit ball is an attractor of the intersection body operator	2010	Alexander Fish Fëdor Nazarov Dmitry Ryabogin Artem Zvavitch	2
+	Intersection bodies and polytopes	1999	Gaoyong Zhang	2
+ PDF Chat	Note on convex curves on the hyperbolic plane	1945	Lluís Santaló	2
+ PDF Chat	A problem of Klee on inner section functions of convex bodies	2012	Richard J. Gardner Dmitry Ryabogin Vlad Yaskin Artem Zvavitch	2
+	Intersection bodies and ellipsoids	1995	Paul Goodey Wolfgang Weil	2
+	Analytic Proofs of the “Hairy Ball Theorem” and the Brouwer Fixed Point Theorem	1978	John Milnor	2
+	An extension of a result by Lonke to intersection bodies	2010	M. Angeles Alfonseca	2
+	Extended affine surface area	1991	Erwin Lutwak	2
+ PDF Chat	Zonoids whose polars are zonoids	1975	Rolf Schneider	2
+ PDF Chat	Geometry of Isotropic Convex Bodies	2014	Silouanos Brazitikos Apostolos Giannopoulos Petros Valettas Beatrice-Helen Vritsiou	2
+ PDF Chat	Antinorms and Radon curves	2006	Horst Martini Konrad J. Swanepoel	1
+	The neumann problem for elliptic equations with non-smooth coefficients	1993	Carlos E. Kenig Jill Pipher	1
+ PDF Chat	Square root problem for divergence operators and related topics	2018	Pascal Auscher Philippe Tchamitchian	1
+ PDF Chat	Square function estimates and the 𝑇(𝑏) theorem	1990	Stephen Semmes	1
+	Convex Bodies with Homothetic Sections	1991	Luis Montejano	1
+	Beijing lectures in harmonic analysis	1986	Elias M. Stein	1
+ PDF Chat	Banach spaces embedding isometrically into $L{\textunderscore }p$ when $0<p<1$	2003	N. J. Kalton Alexander Koldobsky	1
+ PDF Chat	Absolutely summing operators in $ℒ_{p}$-spaces and their applications	1968	Joram Lindenstrauss A. Pełczyński	1
+ PDF Chat	A Banach subspace of 𝐿_{1/2} which does not embed in 𝐿₁ (isometric version)	1996	Alexander Koldobsky	1
+	Topics in Harmonic Analysis Related to the Littlewood-Paley Theory.	1970	Elias M. Stein	1
+	Parabolic singular integrals of Calderón-type, rough operators, and caloric layer potentials	1997	Steve Hofmann	1
+	Square functions, Cauchy integrals, analytic capacity, and harmonic measure	1989	Peter W. Jones	1
+ PDF Chat	Two elementary proofs of the 𝐿² boundedness of Cauchy integrals on Lipschitz curves	1989	Ronald R. Coifman Peter W. Jones Stephen Semmes	1
+ PDF Chat	Polynomial growth estimates for multilinear singular integral operators	1987	Michael Christ Jean-Lin Journé	1
+	Selected Affine Isoperimetric Inequalities	1993	Erwin Lutwak	1