Thomas Wannerer

Generating author description...

All published works

Action	Title	Year	Authors
+	Minkowski Valuations in Affine Convex Geometry	2024	Jakob Henkel Thomas Wannerer
+	The Fourier transform on valuations is the Fourier transform	2024	Dmitry Faifman Thomas Wannerer
+ PDF Chat	Complex and Quaternionic Analogues of Busemann's Random Simplex and Intersection Inequalities	2024	Christos Saroglou Thomas Wannerer
+	Mini-Workshop: Positivity and Inequalities in Convex and Complex Geometry	2024	Andreas Bernig Julius Ross Thomas Wannerer
+ PDF Chat	From harmonic analysis of translation-invariant valuations to geometric inequalities for convex bodies	2023	Jan Kotrbatý Thomas Wannerer
+	Dually Lorentzian Polynomials	2023	Julius Ross Hendrik Süß Thomas Wannerer
+	Valuations in affine convex geometry	2023	Jakob Henkel Thomas Wannerer
+	The Fourier transform on valuations is the Fourier transform	2023	Dmitry Faifman Thomas Wannerer
+	Hard Lefschetz theorem and Hodge-Riemann relations for convex valuations	2023	Andreas Bernig Jan Kotrbatý Thomas Wannerer
+ PDF Chat	Classification of angular curvature measures and a proof of the angularity conjecture	2022	Thomas Wannerer
+	From harmonic analysis of translation-invariant valuations to geometric inequalities for convex bodies	2022	Jan Kotrbatý Thomas Wannerer
+	The Weyl tube theorem for Kähler manifolds	2022	Andreas Bernig Joseph H. G. Fu Gil Solanes Thomas Wannerer
+	Integral geometry on the octonionic plane	2022	Jan Kotrbaty Thomas Wannerer
+ PDF Chat	The Weyl principle on the Finsler frontier	2021	Dmitry Faifman Thomas Wannerer
+ PDF Chat	On mixed Hodge–Riemann relations for translation-invariant valuations and Aleksandrov–Fenchel inequalities	2021	Jan Kotrbatý Thomas Wannerer
+ PDF Chat	Integral geometry of exceptional spheres	2021	Gil Solanes Thomas Wannerer
+	On mixed Hodge-Riemann relations for translation-invariant valuations and Aleksandrov-Fenchel inequalities	2020	Jan Kotrbatý Thomas Wannerer
+	On the extendability by continuity of angular valuations on polytopes	2020	Thomas Wannerer
+	On mixed Hodge-Riemann relations for translation-invariant valuations and Aleksandrov-Fenchel inequalities	2020	Jan Kotrbatý Thomas Wannerer
+	The Weyl principle on the Finsler frontier	2019	Dmitry Faifman Thomas Wannerer
+	On the extendability by continuity of angular valuations on polytopes	2019	Thomas Wannerer
+ PDF Chat	Riemannian curvature measures	2019	Joseph H. G. Fu Thomas Wannerer
+	The Weyl principle on the Finsler frontier	2019	Dmitry Faifman Thomas Wannerer
+	On the extendability by continuity of angular valuations on polytopes	2019	Thomas Wannerer
+ PDF Chat	Minkowski valuations and generalized valuations	2018	Franz E. Schuster Thomas Wannerer
+	Classification of angular curvature measures and a proof of the angularity conjecture	2018	Thomas Wannerer
+	Riemannian curvature measures	2017	Joseph H. G. Fu Thomas Wannerer
+	Integral geometry of exceptional spheres	2017	Gil Solanes Thomas Wannerer
+	Riemannian curvature measures	2017	Joseph H. G. Fu Thomas Wannerer
+ PDF Chat	Even Minkowski valuations	2015	Franz E. Schuster Thomas Wannerer
+	Minkowski Valuations and Generalized Valuations	2015	Franz E. Schuster Thomas Wannerer
+ PDF Chat	Aleksandrov-Fenchel inequalities for unitary valuations of degree $$2$$ 2 and $$3$$ 3	2015	Judit Abardia Thomas Wannerer
+	Minkowski Valuations and Generalized Valuations	2015	Franz E. Schuster Thomas Wannerer
+	Even Minkowski Valuations	2014	Franz E. Schuster Thomas Wannerer
+	Integral geometry of unitary area measures	2014	Thomas Wannerer
+	Aleksandrov-Fenchel inequalities for unitary valuations of degree 2 and 3	2014	Judit Abardia Thomas Wannerer
+ PDF Chat	The module of unitarily invariant area measures	2014	Thomas Wannerer
+	Even Minkowski Valuations	2014	Franz E. Schuster Thomas Wannerer
+	Aleksandrov-Fenchel inequalities for unitary valuations of degree 2 and 3	2014	Judit Abardia Thomas Wannerer
+	Integral geometry of unitary area measures	2013	Thomas Wannerer
+	GL(n) equivariant Minkowski valuations	2013	Thomas Wannerer
+ PDF Chat	On the inverse Klain map	2013	Lukas Parapatits Thomas Wannerer
+	GL(n) equivariant Minkowski valuations	2013	Thomas Wannerer
+	Integral geometry of unitary area measures	2013	Thomas Wannerer
+	GL(n) contravariant Minkowski valuations	2012	Franz E. Schuster Thomas Wannerer
+	The module of unitarily invariant area measures	2012	Thomas Wannerer
+	GL(n) contravariant Minkowski valuations	2012	Franz E. Schuster Thomas Wannerer
+	The module of unitarily invariant area measures	2012	Thomas Wannerer
+ PDF Chat	$\mathrm{GL}(n)$ contravariant Minkowski valuations	2011	Franz E. Schuster Thomas Wannerer
+ PDF Chat	$GL(n)$ equivariant Minkowski valuations	2011	Thomas Wannerer

Common Coauthors

Coauthor	Papers Together
Franz E. Schuster	9
Jan Kotrbatý	6
Dmitry Faifman	5
Joseph H. G. Fu	4
Judit Abardia	3
Gil Solanes	3
Andreas Bernig	3
Jakob Henkel	2
Julius Ross	2
Christos Saroglou	1
Hendrik Süß	1
Lukas Parapatits	1
Jan Kotrbaty	1

Commonly Cited References

Action	Title	Year	Authors	# of times referenced
+	Hermitian integral geometry	2011	Andreas Bernig Joseph H. G. Fu	22
+	Description of translation invariant valuations on convex sets with solution of P. McMullen's conjecture	2001	Semyon Alesker	20
+	Introduction to geometric probability	1998	Gian‐Carlo Rota	17
+ PDF Chat	Even valuations on convex bodies	1999	Daniel A. Klain	17
+ PDF Chat	Valuations on manifolds and Rumin cohomology	2007	Andreas Bernig Ludwig Bröcker	16
+	Intersection bodies and valuations	2006	Monika Ludwig	15
+ PDF Chat	Integral geometry of complex space forms	2014	Andreas Bernig Joseph H. G. Fu Gil Solanes	15
+ PDF Chat	Convolution of convex valuations	2006	Andreas Bernig Joseph H. G. Fu	14
+ PDF Chat	Hard Lefschetz Theorem for Valuations, Complex Integral Geometry, and Unitarily Invariant Valuations	2003	Semyon Alesker	14
+ PDF Chat	Structure of the unitary valuation algebra	2006	Joseph H. G. Fu	14
+	Valuations and Euler-Type Relations on Certain Classes of Convex Polytopes	1977	Peter McMullen	13
+ PDF Chat	A fourier-type transform on translation-invariant valuations on convex sets	2011	Semyon Alesker	13
+	Theory of valuations on manifolds, III. Multiplicative structure in the general case	2007	Semyon Alesker Joseph H. G. Fu	13
+	Convex Bodies: The Brunn–Minkowski Theory	1993	Rolf Schneider	12
+	The multiplicative structure on continuous polynomial valuations	2004	Semyon Alesker	12
+ PDF Chat	Harmonic Analysis of Translation Invariant Valuations	2011	Semyon Alesker Andreas Bernig Franz E. Schuster	11
+ PDF Chat	Continuous Rotation Invariant Valuations on Convex Sets	1999	Semyon Alesker	11
+	Projection bodies and valuations	2002	Monika Ludwig	11
+	Curvature Measures of Subanalytic Sets	1994	Joseph H. G. Fu	10
+ PDF Chat	Theory of Valuations on Manifolds: A Survey	2007	Semyon Alesker	10
+	A classification of SL(n) invariant valuations	2010	Monika Ludwig Matthias Reitzner	10
+ PDF Chat	A Hadwiger-Type Theorem for the Special Unitary Group	2009	Andreas Bernig	10
+	Integral Geometry and Valuations	2014	Semyon Alesker Joseph H. G. Fu	10
+ PDF Chat	On the inverse Klain map	2013	Lukas Parapatits Thomas Wannerer	9
+ PDF Chat	Rotation equivariant Minkowski valuations	2006	Rolf Schneider Franz E. Schuster	9
+ PDF Chat	Valuations with Crofton formula and Finsler geometry	2006	Andreas Bernig	9
+ PDF Chat	The product on smooth and generalized valuations	2012	Semyon Alesker Andreas Bernig	9
+	A short proof of Hadwiger's characterization theorem	1995	Daniel A. Klain	9
+ PDF Chat	Equivariant endomorphisms of the space of convex bodies	1974	Rolf Schneider	8
+ PDF Chat	Theory of valuations on manifolds, I. Linear spaces	2006	Semyon Alesker	8
+	The Steiner formula for Minkowski valuations	2012	Lukas Parapatits Franz E. Schuster	8
+ PDF Chat	Lp Affine Isoperimetric Inequalities	2000	Erwin Lutwak Deane Yang Gaoyong Zhang	8
+ PDF Chat	Valuations on Manifolds and Integral Geometry	2010	Semyon Alesker	8
+ PDF Chat	Minkowski Areas and Valuations	2010	Monika Ludwig	7
+	Projection bodies in complex vector spaces	2011	Judit Abardia Andreas Bernig	7
+ PDF Chat	The module of unitarily invariant area measures	2014	Thomas Wannerer	7
+ PDF Chat	Kinematic formulas for tensor valuations	2015	Andreas Bernig Daniel Hug	7
+ PDF Chat	Range characterization of the cosine transform on higher Grassmannians	2003	Semyon Alesker Joseph Bernstein	7
+ PDF Chat	Crofton measures and Minkowski valuations	2010	Franz E. Schuster	7
+	Ellipsoids and matrix-valued valuations	2003	Monika Ludwig	7
+ PDF Chat	Orlicz centroid bodies	2010	Erwin Lutwak Deane Yang Gaoyong Zhang	6
+ PDF Chat	The Gauss-Bonnet theorem and Crofton-type formulas in complex space forms	2011	Judit Abardia E. Gallego Gil Solanes	6
+ PDF Chat	A product formula for valuations on manifolds with applications to the integral geometry of the quaternionic line	2009	Andreas Bernig	6
+	Theory of valuations on manifolds, II	2006	Semyon Alesker	6
+ PDF Chat	Inequalities for mixed projection bodies	1993	Erwin Lutwak	6
+ PDF Chat	Mixed projection inequalities	1985	Erwin Lutwak	6
+ PDF Chat	Blaschke- and Minkowski-endomorphisms of convex bodies	2006	Markus Kiderlen	5
+	Convolutions, Transforms, and Convex Bodies	1999	Eric L. Grinberg Gaoyong Zhang	5
+ PDF Chat	Valuations and surface area measures	2012	Christoph Haberl Lukas Parapatits	5
+	A characterization of Lp intersection bodies	2006	Christoph Haberl Monika Ludwig	5