Stefan Glasauer

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All published works

Action	Title	Year	Authors
+	Post-COVID symptoms in the absence of organic deficit - Lessons from diseases we know	2022	Dina von Werder Stefan Glasauer Lena Schröder Franziska Regnath Katharina Biersack Omer Van den Bergh Nadine Lehnen
+	Translative and kinematic integral formulae concerning the convex hull operation	1998	Stefan Glasauer
+	An Euler-Type Version of the Local Steiner Formula for Convex Bodies	1998	Stefan Glasauer
+	None	1997	Stefan Glasauer
+	Asymptotic estimates for best and stepwise approximation of convex bodies III	1997	Stefan Glasauer Peter M. Gruber
+	Asymptotic approximation of smooth convex bodies by polytopes	1996	Stefan Glasauer Rolf Schneider

Common Coauthors

Coauthor	Papers Together
Nadine Lehnen	1
Omer Van den Bergh	1
Katharina Biersack	1
Dina von Werder	1
Rolf Schneider	1
Franziska Regnath	1
Lena Schröder	1
Peter M. Gruber	1

Commonly Cited References

Action	Title	Year	Authors	# of times referenced
+	Convex Bodies: The Brunn–Minkowski Theory	1993	Rolf Schneider	3
+ PDF Chat	Convex Bodies of Constant Width	1983	G. D. Chakerian H. Groemer	1
+	Zonoids and Related Topics	1983	Rolf Schneider Wolfgang Weil	1
+	None	1997	Stefan Glasauer	1
+	Step by step approximation of plane convex bodies	1992	Josef S. M�ller	1
+	Polyhedral approximation of smooth convex bodies	1987	Rolf Schneider	1
+	Asymptotic estimates for best and stepwise approximation of convex bodies II	1993	Peter M. Gruber	1
+	Non-linear angle-sum relations for polyhedral cones and polytopes	1975	Peter McMullen	1
+	Integral Geometry and Geometric Probability	2004	Luis A. Santaló Mark Kac	1
+	Approximation and characterization of generalised Lipschitz-Killing curvatures	1990	M. Z�hle	1
+	Parallelmengen mit Vielfachheit und Steiner-Formeln	1980	Rolf Schneider	1
+ PDF Chat	A short proof of principal kinematic formula and extensions	1990	W. Rother Martina Zähle	1
+	On the mean number of normals through a point in the interior of a convex body	1995	Daniel Hug	1
+	What's the Bound on the Average Number of Normals?	1996	Kathy Hann	1
+	The average number of normals through a point in a convex body and a related Euler-type identity	1993	Kathy Hann	1
+	None	1997	Kathy Hann	1
+	The directions of the line segments and of the <i>r</i> ‐dimensional balls on the boundary of a convex body in Euclidean space	1970	G�nter Ewald D. G. Larman C. A. Rogers	1