Paulo Agozzini Martin

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All published works

Action	Title	Year	Authors
+	Constant Components of the Mertens Function and Its Connections with Tschebyschef’s Theory for Counting Prime Numbers II	2024	André Pierro de Camargo Paulo Agozzini Martin
+	Constant Components of the Mertens Function and Its Connections with Tschebyschef’s Theory for Counting Prime Numbers	2021	André Pierro de Camargo Paulo Agozzini Martin
+	A note on Rouche's theorem	1996	Paulo Agozzini Martin
+	Deformacoes de representacoes galoisianas ordinarias e de representacoes nao ramificadas	1991	Paulo Agozzini Martin
+	Uma prova elementar da hipotese de riemann para curvas algebricas sobre corpos finitos	1986	Paulo Agozzini Martin

Common Coauthors

Coauthor	Papers Together
André Pierro de Camargo	2

Commonly Cited References

Action	Title	Year	Authors	# of times referenced
+	The Collected Mathematical Papers of James Joseph Sylvester	1904	G. B. M.	2
+ PDF Chat	Elementary methods in the study of the distribution of prime numbers	1982	Harold G. Diamond	2
+	On Tchebycheff's Theory of the Totality of the Prime Numbers Comprised within Given Limits	1881	J.J. Sylvester	2
+ PDF Chat	A new estimate for the sum $M(x)=\sum_{n≤x}μ(n)$	1967	R. W. MacLeod	2
+	A Classical Introduction to Modern Number Theory	1982	Kenneth Ireland Michael Rosen	1
+ PDF Chat	Galois groups of extensions of algebraic number fields with given ramification.	1966	Armand Brumer	1
+	On the construction of square‐triangular numbers	1994	K. B. Subramaniam	1
+ PDF Chat	On normal derivations	1973	Joel Anderson	1
+ PDF Chat	Euler constants for arithmetic progressions	1975	D. Lehmer	1
+	Chebyshev's Bias	1994	Michael Rubinstein Peter Sarnak	1
+ PDF Chat	Explicit estimates for summatory functions linked to the Möbius $\mu$-function	2007	Henri Cohen François Dress Mahomed El Marraki	1
+ PDF Chat	Primes at a glance	1987	R. Kent Guy C. B. Lacampagne J. L. Selfridge	1
+	RAMANUJAN SUMS AND THE BURGESS ZETA FUNCTION	2012	Emre Alkan	1
+ PDF Chat	A Hilbert Space Problem Book	1982	Paul R. Halmos	1
+	On sums over the Möbius function and discrepancy of fractions	2013	Emre Alkan Haydar Göral	1
+	An elementary analysis for motivating the definition of the regular singular point of the ordinary linear differential equation	1986	Susan Scott	1
+	The k-free Divisor Problem	2000	Angel Kumchev	1
+	The Theory of the Riemann Zeta-Function	1987	E. C. Titchmarsh D. R. Heath‐Brown	1
+ PDF Chat	Further developments in the comparative prime number theory II	1964	Stanisław Knapowski P. Túrán	1
+ PDF Chat	The distribution of the summatory function of the Möbius function	2004	Nathan Ng	1
+	Commutators of Operators, II	1954	Paul R. Halmos	1
+ PDF Chat	Fonction sommatoire de la fonction de Möbius, 3. Majorations asymptotiques effectives fortes	1995	Mahomed El Marraki	1
+ PDF Chat	Disproof of the Mertens conjecture.	1985	Andrew Odlyzko H. J. J. te Riele	1
+	Mémoire sur les nombres premiers.	1852	Tchébichef	1
+	Biased behavior of weighted Mertens sums	2019	Emre Alkan	1
+	Inequalities between sums over prime numbers in progressions	2020	Emre Alkan	1
+	Elementary number theory	1958	Edmund Landau	1
+	Constant Components of the Mertens Function and Its Connections with Tschebyschef’s Theory for Counting Prime Numbers	2021	André Pierro de Camargo Paulo Agozzini Martin	1
+	A First Course in Calculus	1986	Serge Lang	1
+	Global classfield theory	1967	André Weil	1
+	Finiteness Theorems in Geometric Classfield Theory	2000	Serge Lang	1
+ PDF Chat	Further developments in the comparative prime-number theory I	1964	Stanisław Knapowski P. Túrán	1
+ PDF Chat	Commutator approximants	1992	Philip Maher	1
+	Introduction to Analytic Number Theory	1976	Tom M. Apostol	1
+	Encyclopaedia of Mathematics	1994	Michiel Hazewinkel Sergio Albeverio J Alblas S. A. Amitsur I Bakelman G.C.M. Bakker Joep Bakker Claude Bardos Harm Bart Hyman Bass	1
+	The collected mathematical papers of James Joseph Sylvester	1904	J.J. Sylvester	1
+	Self-commutator approximants	2005	Philip Maher	1
+	Introduction to Cyclotomic Fields	1982	Lawrence C. Washington	1