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Results: 1 to 30 of 112 found      Go to page: 1 2 3 4

[1] Evan Chen, Peter S. Park and Ashvin A. Swaminathan. On logarithmically Benford Sequences. Proc. Amer. Math. Soc. 144 (2016) 4599-4608.
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[2] Kevin James. Variants of the Sato-Tate and Lang-Trotter Conjectures. Contemporary Mathematics 663 (2016) 175-184.
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[3] Jan Büthe. Estimating $\pi(x)$ and related functions under partial RH assumptions. Math. Comp. 85 (2016) 2483-2498.
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[4] Pierre Dusart. Estimates of $\psi,\theta$ for large values of $x$ without the Riemann hypothesis. Math. Comp. 85 (2016) 875-888.
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[5] Lynn Chua, Soohyun Park and Geoffrey D. Smith. Bounded gaps between primes in special sequences. Proc. Amer. Math. Soc. 143 (2015) 4597-4611. MR 3391020.
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[6] Abel Castillo, Chris Hall, Robert J. Lemke Oliver, Paul Pollack and Lola Thompson. Bounded gaps between primes in number fields and function fields. Proc. Amer. Math. Soc. 143 (2015) 2841-2856.
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[7] David Zywina. Bounds for the Lang-Trotter Conjectures. Contemporary Mathematics 655 (2015) 235-256.
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[8] H. Iwaniec. The gamma function. University Lecture Series 62 (2014) 115-116.
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[9] H. Iwaniec. The Dirichlet polynomials. University Lecture Series 62 (2014) 47-53.
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[10] H. Iwaniec. The asymptotic formula for $\psi (x)$. University Lecture Series 62 (2014) 37-39.
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[11] H. Iwaniec. Computations and the optimal mollifier. University Lecture Series 62 (2014) 107-109.
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[12] H. Iwaniec. Approximate functional equations. University Lecture Series 62 (2014) 43-46.
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[13] H. Iwaniec. Lectures on the Riemann Zeta Function. University Lecture Series 62 (2014) MR MR3241276.
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[14] H. Iwaniec. The functional equation. University Lecture Series 62 (2014) 25-26.
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[15] H. Iwaniec. The zero-free region and the PNT. University Lecture Series 62 (2014) 41-42.
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[16] H. Iwaniec. Conclusion. University Lecture Series 62 (2014) 103-105.
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[17] H. Iwaniec. Tchebyshev's prime seeds. University Lecture Series 62 (2014) 13-14.
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[18] H. Iwaniec. Panorama of arithmetic functions. University Lecture Series 62 (2014) 3-7.
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[19] H. Iwaniec. Conrey's construction. University Lecture Series 62 (2014) 69-70.
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[20] H. Iwaniec. The Euler--Maclaurin formula. University Lecture Series 62 (2014) 9-11.
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[21] H. Iwaniec. Positive proportion of the critical zeros. University Lecture Series 62 (2014) 81-82.
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[22] H. Iwaniec. The diagonal terms. University Lecture Series 62 (2014) 87-93.
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[23] H. Iwaniec. The Littlewood lemma. University Lecture Series 62 (2014) 77-78.
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[24] H. Iwaniec. Zeros on the critical line. University Lecture Series 62 (2014) 57-61.
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[25] H. Iwaniec. Zeros off the critical line. University Lecture Series 62 (2014) 55-56.
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[26] H. Iwaniec. The principal inequality. University Lecture Series 62 (2014) 79-80.
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[27] H. Iwaniec. Detecting critical zeros. University Lecture Series 62 (2014) 67-67.
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[28] H. Iwaniec. The first moment of Dirichlet polynomials. University Lecture Series 62 (2014) 83-84.
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[29] H. Iwaniec. The second moment of Dirichlet polynomials. University Lecture Series 62 (2014) 85-86.
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[30] H. Iwaniec. The off-diagonal terms. University Lecture Series 62 (2014) 95-101.
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Results: 1 to 30 of 112 found      Go to page: 1 2 3 4


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