Showing 221 - 240 of 59,390

221

A Brief Survey and an Analytic Generalization of the Catalan Numbers and Their Integral Representations †.
Cao, Jian ; Li, Wen-Hui ; Niu, Da-Wei ; et al.
Mathematics (2227-7390); Apr2023, Vol. 11 Issue 8, p1870, 16p

INTEGRAL representations CAUCHY integrals CATALAN numbers GENERALIZATION NUMBER theory
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223

IMPROVED BOUNDS ON SIZES OF GENERALIZED CAPS IN AG (n,q).
TAIT, MICHAEL ; WON, ROBERT
SIAM Journal on Discrete Mathematics. 2021, Vol. 35 Issue 1, p521-531. 11p.

POINT set theory PROBLEM solving NUMBER theory
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224

Topics In Analytic And Combinatorial Number Theory
Thai Hoang Le ; Erwin Mina Diaz ; Rizwanur Khan ; et al.

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225

Combinatorial number theory through diagramming and gesture
Sisneros-Thiry, Simone Claire ; Reznick, Bruce ; Berndt, Bruce ; et al.

Number Theory Combinatorics Gesture Diagrams
Dissertation/ Thesis
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226

Efficiently Mining Sequential Generator Patterns Using Prefix Trees.
Pham, Thi-Thiet
Fundamenta Informaticae. 2015, Vol. 138 Issue 3, p373-386. 14p.

DATA mining COMBINATORIAL number the... MATHEMATICAL sequences PROBLEM solving INFORMATION theory TREE graphs
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227

Topics In Analytic And Combinatorial Number Theory
Thai Hoang Le ; Erwin Mina Diaz ; Rizwanur Khan ; et al.

Electronic Resource
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228

PRIME FLOOR AND PRIME CEILING FUNCTIONS.
Kumar, Abhimanyu
Integers: Electronic Journal of Combinatorial Number Theory; 2022, Vol. 22, p1-11, 11p

NUMERICAL calculations COMBINATORIAL number the...
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229

Generalization of the ballot numbers.
Zatorskii, R. ; Malyarchuk, A.
Mathematical Notes. Oct2011, Vol. 90 Issue 3/4, p506-508. 3p.

RANDOM walks COMBINATORIAL number the... COMPUTATIONAL mathematic... BINOMIAL coefficients YOUNG tableaux
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230

An Upper Bound on the Size of Sidon Sets.
Balogh, József ; Füredi, Zoltán ; Roy, Souktik
American Mathematical Monthly. May2023, Vol. 130 Issue 5, p437-445. 9p.

Number theory
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231

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232

AN UPPER BOUND FOR WEAK Bκ-SETS.
SCHOEN, TOMASZ ; SHKREDOV, ILYA D.
SIAM Journal on Discrete Mathematics. 2019, Vol. 33 Issue 2, p837-844. 8p.

NUMBER theory LINEAR equations EQUATIONS
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233

Some combinatorial number theory problems over finite valuation rings
Pham, Thang ; Vinh, Le Anh

05C50 05C25 11T24
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234

Triangular partitions: Enumeration, structure, and generation
Elizalde, Sergi ; Galván, Alejandro B.
In Advances in Applied Mathematics February 2025 163 Part B

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235

RECURRENCE IN ERGODIC THEORY AND COMBINATORIAL NUMBER THEORY
L. N. Vaserstein
Bulletin of the London Mathematical Society. 14:458-460

0101 mathematics 01 natural sciences
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236

A note on Linnik’s theorem on quadratic non-residues
Balister, Paul ; Bollobás, Béla ; Lee, Jonathan D. ; et al.
Archiv der Mathematik: Archives MathématiquesArchives of Mathematics. :1-5

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237

The generalized Pell (p, i)-numbers and their Binet formulas, combinatorial representations, sums
Kılıç, Emrah
Chaos, Solitons & Fractals. May2009, Vol. 40 Issue 4, p2047-2063. 17p.

STAKHOV, A. NUMBER theory FIBONACCI sequence MATRICES (Mathematics) COMBINATORIAL number the... MATHEMATICAL functions
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238

On a Problem of Sidon in Additive Number Theory, and on some Related Problems: On a problem of Sidon in additive number theory, and on some related problems
Paul Erdös ; Paul Turán
Journal of the London Mathematical Society. :212-215

Additive bases, includin... Representation functions Other combinatorial numb... combinatorial number the... additive number theory Sidon sets
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239

MATHEMATICAL GAMES.
Gardner, Martin
Scientific American; Jan1965, Vol. 212 Issue 1, p110-116, 4p, 5 Diagrams

MATHEMATICS NUMBER theory MATHEMATICS education COMBINATORIAL number the... ARITHMETIC
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240

Central Sets and Their Combinatorial Characterization: Central sets and their combinatorial characterization
Neil Hindman ; Dona Strauss ; Amir Maleki
Journal of Combinatorial Theory, Series A. 74:188-208

quasi-central combinatorial number the... Central Sets Theorem Special sets (thin sets,... 0102 computer and inform... 01 natural sciences
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