In mathematics, Turán's method provides lower bounds for exponential sums and complex power sums. The method has been applied to problems in equidistribution...

Riemann's hypothesis." Much of Turán's work in analysis was tied to his number theory work. Outside of this he proved Turán's inequalities relating the values...

convergence. The theorem may be deduced from the first main theorem of Turán's method. Let 0 < p1 < p2 < ... be a sequence of integers such that the sequence...

parts. The resulting graph is the Turán graph T ( n , r ) {\displaystyle T(n,r)} . Turán's theorem states that the Turán graph has the largest number of...

Turan (Avestan: Tūiriiānəm; Middle Persian: Tūrān; Persian: توران, romanized: Turân, pronounced [tʰuːˈɾɒːn], lit. 'The Land of Tur') is a historical region...

Look up Turanism in Wiktionary, the free dictionary. The Turanism, also known as Turanianism, pan-Turanism or pan-Turanianism, is a pan-nationalist political...

example demonstrates the use of pessimistic estimators. One way of stating Turán's theorem is the following: Any graph G = (V, E) contains an independent...

including the method of moments (Granville & Soundararajan) and Stein's method (Harper). It was shown by Durkan that a modified version of Turán's result allows...

unsolved problems in mathematics In the mathematics of graph drawing, Turán's brick factory problem asks for the minimum number of crossings in a drawing...

Theorem (1907) and Turán's Theorem (1941) were some of the first milestones in the study of extremal graph theory. In particular, Turán's theorem would later...

for G = K r {\displaystyle G=K_{r}} . Equality cases for Turán's theorem come from the Turán graph T ( n , r − 1 ) {\displaystyle T(n,r-1)} . This result...

exposition of Turán's proof in Hardy & Wright, §22.11. Tenenbaum: 305–308  gives a proof of the Hardy–Ramanujan theorem using the Turán–Kubilius inequality...

of Turán's theorem Shannon capacity and Lovász number Chromatic number of Kneser graphs Friendship theorem Some proofs using the probabilistic method Klarreich...

shown to exist by Turán's theorem in a graph may, in general, be much smaller than the maximum independent set for that graph. Method of conditional probabilities...

Hungarian Turanism (Hungarian: Turánizmus / Turanizmus) is a diverse Turanist phenomenon that revolves around an identification or association of Hungarian...

drawing. The study of crossing numbers originated in Turán's brick factory problem, in which Pál Turán asked for a factory plan that minimized the number...

characterization, families of graphs defined by forbidden subgraphs of various types Turán's theorem, a bound on the number of edges of a graph with a forbidden complete...

Spanish Keysi Fighting Method, which gained fame after it was used in the film and its sequel, The Dark Knight; however, the method was modified in The Dark...

Moon–Moser graphs K3,3,..., a special case of the Turán graphs arising as the extremal cases in Turán's theorem. Hadwiger's conjecture, still unproven,...

metod Turaná w analitycznej teorii liczb” ("Certain applications of Turan's methods in the analytical theory of numbers"). Knapowski spent a year in Cambridge...

"Jennifer Lopez's new film about herself is a strange, sexy mess. But there's method in the madness". the Guardian. Archived from the original on February 6...

and podcaster. She is the founder of TALA, Shreddy and The Productivity Method. Formerly known online by her moniker GraceFitUK, Beverley founded TALA...

an artillery school was established to impart Western-style artillery methods, but the Islamic clergy successfully objected under the grounds of theodicy...

This is a list of numerical analysis topics. Validated numerics Iterative method Rate of convergence — the speed at which a convergent sequence approaches...

number of construction methods produce asymptotically optimal Golomb rulers. The following construction, due to Paul Erdős and Pál Turán, produces a Golomb...

provides a method for tackling such questions. One of the foundational problems of extremal graph theory, dating to work of Mantel in 1907 and Turán from the...

"ambiguity" and "a shielded quality". She was fascinated with Nolan's directing methods and liked working with him. The film was a critical and box office success...

The Erdős–Turán conjecture is an old unsolved problem in additive number theory (not to be confused with Erdős conjecture on arithmetic progressions)...

Gülistan Turan (born 14 January 1997) is a Turkish Muay Thai practitioner competing in the 51 kg division. She is a world and European Games champion...

skilled public prosecutor at justice court; Kenan's fiancée Cem Davran as Turan Öztürk: Deputy chief prosecutor at justice court; Nevin's husband; Kenan's...