{
  "url": "http://export.arxiv.org/api/query?search_query=ti:%22improved%20upper%20bound%20for%20the%20argument%20of%20the%20Riemann%20zeta%22&max_results=10",
  "prompt": "List every paper found: arXiv id, title, author, date, and any journal-ref. I'm looking for Trudgian's papers on the argument of the Riemann zeta function (S(T) bounds), especially the one published in Math. Comp. 83 (2014) 1053-1061."
}

bytes=1871 code=200 code_text='OK' result='**One paper found in this feed:**\n\n- **arXiv ID:** 1208.5846v2\n- **Title:** "An improved upper bound for the argument of the Riemann zeta-function on the critical line II"\n- **Author:** T. S. Trudgian\n- **Dates:** Published 2012-08-29; updated 2012-09-05\n- **Journal-ref:** "2014, J. Number Theory, vol. 134, pp. 280-292"\n\nThe abstract states the main result: "|S(T)|\\leq 0.111\\log T + 0.275\\log\\log T + 2.450", valid for T ≥ e.\n\n**Note on your search:** The paper you\'re seeking — the one in *Math. Comp.* 83 (2014) 1053-1061 — does **not** appear in this feed. The single result here is the sequel ("II") published in *Journal of Number Theory*. The Math. Comp. paper is likely the first paper in the series (this feed\'s title query only matched the "II" paper). You may want to search arXiv directly for Trudgian\'s earlier work, possibly arXiv:1109.1989 or a broader author search.' duration_ms=17491.024700000708 url='http://export.arxiv.org/api/query?search_query=ti:%22improved%20upper%20bound%20for%20the%20argument%20of%20the%20Riemann%20zeta%22&max_results=10'