Max Dehning information

August 2022, Dehning was a silver medalist in the javelin at the 2022 World Athletics U20 Championships in Cali, Colombia. In August 2023, Dehning was a silver...

Max Wilhelm Dehn (November 13, 1878 – June 27, 1952) was a German mathematician most famous for his work in geometry, topology and geometric group theory...

Günther Dehn (1882–1970), German theologian Lili Dehn (1888–1963), Russian writer Max Dehn (1878–1952), German-American mathematician Megan Dehn (born 1974)...

whether a polyhedron or its dissections can tile space. It is named after Max Dehn, who used it to solve Hilbert's third problem by proving that certain polyhedra...

In geometry, Max Dehn introduced two examples of planes, a semi-Euclidean geometry and a non-Legendrian geometry, that have infinitely many lines parallel...

In topology, a branch of mathematics, a Dehn surgery, named after Max Dehn, is a construction used to modify 3-manifolds. The process takes as input a...

{\displaystyle b*a} is the path travelled around b then a. It is a theorem of Max Dehn that maps of this form generate the mapping class group of isotopy classes...

original on 23 June 2019. Retrieved 26 June 2019. "Over 90 metres at 19! Dehning throws 90.20m in Haale". European Athletics. 25 February 2024. Retrieved...

In the mathematical subject of geometric group theory, a Dehn function, named after Max Dehn, is an optimal function associated to a finite group presentation...

Anni Albers, Ruth Asawa, John Cage, Robert Creeley, Merce Cunningham, Max Dehn, Elaine de Kooning, Willem de Kooning, Buckminster Fuller, Walter Gropius...

their dissections. It was quickly solved by Hilbert's student Max Dehn, introducing the Dehn invariant of polyhedra. Steinitz's theorem, published by Ernst...

group generated by Dehn twists; this has been proved by Max Dehn, W. B. R. Lickorish, and Allen Hatcher).[citation needed] Max Dehn and Jakob Nielsen showed...

torsion in the homology groups of a space. He later co-authored, with Max Dehn, a foundational article on combinatorial topology, in the form of an encyclopedia...

who gave them their name and established many of their basic properties. Max Dehn realized the connection with topology, and obtained the first proof of...

subject of topology. These topologists in the early part of the 20th century—Max Dehn, J. W. Alexander, and others—studied knots from the point of view of the...

11 m WU20L Max Lampinen  Finland 76.33 m PB Iosif Kesidis  Cyprus 76.32 m PB Javelin throw details Artur Felfner  Ukraine 79.36 m Max Dehning  Germany 77...

closed curves on these surfaces. The earliest contributors were Max Dehn and Jakob Nielsen: Dehn proved finite generation of the group, and Nielsen gave a classification...

is frequently attributed to Gary H. Meisters, but was proved earlier by Max Dehn. A simple polygon is a simple closed curve in the Euclidean plane consisting...

second sense of the term, was the word problem for groups, first posed by Max Dehn in 1911, which asks if there is a finitely presented group for which no...

refer to isomorphic groups. The isomorphism problem was formulated by Max Dehn, and together with the word problem and conjugacy problem, is one of three...

geometry but also low-dimensional topology (in particular the results of Max Dehn concerning the fundamental group of a hyperbolic Riemann surface, and more...