Theodore Samuel Motzkin (26 March 1908 – 15 December 1970) was an Israeli-American mathematician. Motzkin's father Leo Motzkin, a Ukrainian Jew, went to...

chord). The Motzkin numbers are named after Theodore Motzkin and have diverse applications in geometry, combinatorics and number theory. The Motzkin numbers...

is named after Joseph Fourier who proposed the method in 1826 and Theodore Motzkin who re-discovered it in 1936. The elimination of a set of variables...

pattern) is impossible, especially for large structures. Mathematician Theodore Motzkin suggested that "while disorder is more probable in general, complete...

{\displaystyle t_{2}(n)} approaches infinity with n {\displaystyle n} . Theodore Motzkin (1951) confirmed that it does by proving that t 2 ( n ) ≥ n {\displaystyle...

These polytopes were studied by Constantin Carathéodory, David Gale, Theodore Motzkin, Victor Klee, and others. They play an important role in polyhedral...

{Z} \left[{\frac {1+{\sqrt {-19}}}{2}}\right]} , this was proved by Theodore Motzkin and was the first case known. In this domain no q and r exist, with...

goes back to an 1871 paper of Alfred Clebsch and a 1945 paper of Theodore Motzkin. The pentagram map is similar in spirit to the constructions underlying...

a principal ideal domain that is not Euclidean.This was proved by Theodore Motzkin and was the first case known. The ring A = R[X, Y]/(X 2 + Y 2 + 1)...

structure called by Richard P. Stanley an ordered partition and by Theodore Motzkin a list of sets. An ordered partition of a finite set may be written...

the University of California, Los Angeles under the supervision of Theodore Motzkin. Selfridge served on the faculties of the University of Illinois at...

bounded, linear operators (resp. matrices). The theorem was proven by Theodore Motzkin and Olga Taussky-Todd. The theorem is used in perturbation theory,...

Landau. His coauthors included John von Neumann, Hans Rademacher, Theodore Motzkin, George Polya, A. S. Besicovitch, Gábor Szegő, Donald J. Newman, Richard...

Leo Motzkin (also Mozkin; 1867 – 7 November 1933) was a Ukrainian Zionist leader. A leader of the World Zionist Congress and numerous Jewish and Zionist...

known as the upper bound conjecture, this statement was formulated by Theodore Motzkin, proved in 1970 by Peter McMullen, and strengthened from polytopes...

systems of linear inequalities. Rediscovered by Lloyd Dines in 1919 and Theodore Motzkin in 1936. 1835 Sturm's theorem on real root counting 1856 Hermite's...

H-description is still valid, but the V-description should be extended. Theodore Motzkin (1936) proved that any unbounded polytope can be represented as a sum...

(1986). Minoux (1986), Section 4.3.7, pp. 120–123. Shmuel Agmon (1954) Theodore Motzkin and Isaac Schoenberg (1954) L. T. Gubin, Boris T. Polyak, and E. V...

in a 1972 paper by Ronald Graham, Donald Knuth, and (posthumously) Theodore Motzkin, by analogy to the strongly connected components of a directed graph...

Fourier Fourier series – Joseph Fourier Fourier–Motzkin elimination – Joseph Fourier and Theodore Motzkin Franck–Condon principle – James Franck and Edward...

12, 1934. Rafael continued his studies at Hebrew University under Theodore Motzkin, obtaining a Ph.D. in 1945. Elly and Rafael raised three children:...

Dana Moshkovitz Frederick Mosteller Andrzej Mostowski Rajeev Motwani Theodore Motzkin David Mount Jennifer Mueller Alec Muffett Rahul Mukerjee Colm Mulcahy...

advisor Edmund Landau Felix Klein Other academic advisors Dmitry Grave Kurt Hensel Doctoral students Theodore Motzkin Walter Gautschi Stefan E. Warschawski...

Mostowski (1913–1975), set theory Simon Motot (15th century), algebra Theodore Motzkin (1908–1970), mathematician José Enrique Moyal (1910–1998), mathematical...

the theorem was introduced in the early 1960s by Branko Grünbaum and Theodore Motzkin, with its proof also converted to graph theory in Grünbaum's 1967 text...

solving a 1951 problem posed independently by Gabriel Andrew Dirac and Theodore Motzkin. Orchard-planting problem has also been considered over finite fields...

Louis Joel Mordell Robert Edouard Moritz Frank Morley Marston Morse Theodore Motzkin Hugh P. Mulholland John Rogers Musselman Trygve Nagell Paul Nemenyi...

(t, t2, …, td) in d-dimensional space are automatically neighborly. Theodore Motzkin conjectured that all neighborly polytopes are combinatorially equivalent...

algorithm is derived from the concept of a simplex and was suggested by T. S. Motzkin. Simplices are not actually used in the method, but one interpretation...

1016/0012-365x(80)90168-5, hdl:2027/uiuo.ark:/13960/t3kw6z60d Dvoretzky, Aryeh; Motzkin, Theodore (1947), "A problem of arrangements", Duke Mathematical Journal, 14...