SU\G(𝔾)/K·U

Yu-Ru Liu

Follow

Generating author description...

All published works
Action Title Year Authors
+ A note on character sums in finite fields 2017 Abhishek Bhowmick
Thai Le
Yuru Liu
+ A Prime Analogue of Roth’s Theorem in Function Fields 2015 Yuru Liu
Craig Spencer
+ PDF Chat Multidimensional Vinogradov-type Estimates in Function Fields 2013 Wentang Kuo
Yu-Ru Liu
Xiaomei Zhao
+ PDF Chat On sets of polynomials whose difference set contains no squares 2013 ThĂĄi HoĂ ng LĂȘ
Yuru Liu
+ PDF Chat A GENERALIZATION OF ROTH'S THEOREM IN FUNCTION FIELDS 2009 Yuru Liu
Craig Spencer
+ PDF Chat GAUSSIAN LAWS ON DRINFELD MODULES 2009 Wentang Kuo
Yu-Ru Liu
+ PDF Chat The ErdƑs–Kac theorem and its generalizations 2008 Wentang Kuo
Yuru Liu
+ PDF Chat The unrestricted variant of Waring's problem in function fields 2007 Yuru Liu
Trevor D. Wooley
+ PDF Chat A Generalization of the Erdös-Kac Theorem and its Applications 2004 Yu-Ru Liu
+ PDF Chat A Generalization of the TurĂĄn Theorem and Its Applications 2004 Yuru Liu
Common Coauthors
Coauthor Papers Together
Wentang Kuo 3
Craig Spencer 2
Thai Le 1
Abhishek Bhowmick 1
Trevor D. Wooley 1
Xiaomei Zhao 1
ThĂĄi HoĂ ng LĂȘ 1
Commonly Cited References
Action Title Year Authors # of times referenced
+ Number Theory in Function Fields 2002 Michael Rosen
 3
+ Integer Sets Containing No Arithmetic Progressions 1987 D. R. Heath‐Brown
 2
+ PDF Chat Difference sets and the irreducibles in function fields 2011 ThĂĄi HoĂ ng LĂȘ
Craig Spencer
 2
+ PDF Chat Waring's problem in function fields 2009 Yu-Ru Liu
Trevor D. Wooley
 2
+ An Invitation to Arithmetic Geometry 1996 Dino Lorenzini
 2
+ On a Theorem of Hardy and Ramanujan 1934 P. TĂșrĂĄn
 2
+ Roth’s theorem on progressions revisited 2008 Jean Bourgain
 2
+ Integer sets containing no arithmetic progressions 1990 Endre Szemerédi
 2
+ The Gaussian Law of Errors in the Theory of Additive Number Theoretic Functions 1940 PĂ©ter L. ErdƑs
Mark Kac
 2
+ PDF Chat Problems in Analytic Number Theory 2001 M. Ram Murty
 2
+ On Certain Sets of Integers 1953 K. F. Roth
 2
+ A Carlitz module analogue of a conjecture of Erdos and Pomerance 2009 Wentang Kuo
Yu-Ru Liu
 1
+ PDF Chat Some remarks on Vinogradov's mean value theorem and Tarry's problem 1996 Trevor D. Wooley
 1
+ Isogenies of Drinfeld Modules over Finite Fields 1995 Jiu-Kang Yu
 1
+ On Triples in Arithmetic Progression 1999 Jean Bourgain
 1
+ PDF Chat Prime Divisors of the Number of Rational Points on Elliptic Curves with Complex Multiplication 2005 Yu-Ru Liu
 1
+ PDF Chat Improving Roth's Theorem in the Primes 2010 H. A. Helfgott
Anne de Roton
 1
+ A Note on Simultaneous Congruences 1996 Trevor D. Wooley
 1
+ PDF Chat Numbers of solutions of equations in finite fields 1949 André Weil
 1
+ Prime divisors of Fourier coefficients of modular forms 1984 M. Ram Murty
V. Kumar Murty
 1
+ Controllability of Neutral Functional Differential and Integrodifferential Inclusions with Infinite Delay 2004 Bingchen Liu
 1
+ The strict Waring problem for polynomial rings 2008 Luis H. Gallardo
L. N. Vaserstein
 1
+ A note on multiple exponential sums in function fields 2011 Xiaomei Zhao
 1
+ PDF Chat Exponential sums over primes in an arithmetic progression 1985 Antal Balog
Alberto Perelli
 1
+ Probabilistic number theory in additive arithmetic semigroups II 2000 Wenbin Zhang
 1
+ Openness of the Galois image for τ-modules of dimension 1 2003 Francis Gardeyn
 1
+ Frobenius Distributions of Drinfeld Modules of Any Rank 2001 Chantal David
 1
+ PDF Chat The Mumford-Tate Conjecture for Drinfeld-Modules 1997 Richard Pink
 1
+ Waring's problem for commutative rings 1987 L. N. Vaserstein
 1
+ PDF Chat On difference sets of sequences of integers. III 1978 Andràs Sårközy
 1
+ Prime analogues of the ErdƑs–Kac theorem for elliptic curves 2005 Yu-Ru Liu
 1
+ Adelic openness for Drinfeld modules in generic characteristic 2009 Richard Pink
Egon RĂŒtsche
 1
+ THEOREMS ON POLYNOMIALS IN A GALOIS FIELD 1933 R. E. A. C. Paley
 1
+ Asymptotic estimates for rational linear spaces on hypersurfaces 2009 Scott T. Parsell
 1
+ On the Distribution of Additive Number-Theoretic Functions 1955 H. Halberstam
 1
+ On subsets of finite abelian groups with no 3-term arithmetic progressions 1995 Roy Meshulam
 1
+ PDF Chat Difference sets and the primes 2008 Imre Z. Ruzsa
Tom Sanders
 1
+ Waring's problem for algebras over fields 1987 L. N. Vaserstein
 1
+ PDF Chat Roth’s theorem in the primes 2005 Ben Green
 1
+ PDF Chat A Generalization of the Erdös-Kac Theorem and its Applications 2004 Yu-Ru Liu
 1
+ La conjecture de Weil. I 1974 Pierre Deligne
 1
+ Estimates for Coefficients ofL-Functions for Function Fields 1999 Chih-Nung Hsu
 1
+ PDF Chat A GENERALIZATION OF ROTH'S THEOREM IN FUNCTION FIELDS 2009 Yuru Liu
Craig Spencer
 1
+ A lower bound for the number of solutions of equations over finite fields 1974 Wolfgang M. Schmidt
 1
+ Homogeneous additive equations 1963 H. Davenport
D. J. Lewis
 1
+ PDF Chat The primes contain arbitrarily long arithmetic progressions 2008 Benjamin Green
Terence Tao
 1
+ PDF Chat Asymptotic estimates for rational spaces on hypersurfaces in function fields 2011 Xiaomei Zhao
 1
+ The Asymptotic Formula in Waring’s Problem 2012 Trevor D. Wooley
 1
+ The Hardy-Littlewood Method 1997 R. C. Vaughan
 1
+ PDF Chat Translation invariant equations and the method of Sanders 2012 Thomas F. Bloom
 1