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Arthur Felix
Arthur Felix, FRS[1] (3 April 1887 in Andrychów – 17 January 1956 in England) was a Polish-born microbiologist and serologist.[2][3]
(1887-04-03)3 April 1887
17 January 1956(1956-01-17) (aged 68)
Weil–Felix test
Fellow of the Royal Society[1]
Lister Institute
1 Education and early life
3 Awards and honours
Education and early lifeEdit
Arthur Felix was the son of Theodor Felix, who had an interest in printed textiles and who encouraged his son to study textile dye chemistry. Felix studied chemistry in Vienna and was awarded a Doctor of Science degree. After working in his father's textile printing factory, he returned to Vienna to study microbiology.[1] Arthus Felix was Jewish;[4] he became interested in Zionism during his student days in Vienna and later developed into an authority on Palestine.[5]
In 1915, Arthur Felix and Edmund Weil were Austrian medical officers working in a field laboratory in Sokal and discovered a bacillus in the urine of patients suffering from typhus.[6] They developed the Weil–Felix test for diagnosis of typhus and other rickettsial diseases.[7] The use of the O and H symbols in the Kauffman–White classification originates from the research by Edmund Weil and Arthur Felix.
In 1934, Felix identified the Vi antigen in patients with typhoid fever.[8]
After World War I, Felix emigrated to Britain[9] and worked at the Lister Institute.
Felix researched in Bielsko, Vienna, Prague, and London. Between 1927 and 1945, he worked in Jerusalem for the Hadassah Medical Organization.
Awards and honoursEdit
In 1943 he was elected a Fellow of the Royal Society.[1]
^ a b c d Craigie, J. (1957). "Arthur Felix 1887-1956". Biographical Memoirs of Fellows of the Royal Society. 3: 52–79. doi:10.1098/rsbm.1957.0005. JSTOR 769352.
^ Wilson, G. S. (1957). "Arthur Felix. 3rd April 1887-44th January 1956". The Journal of Pathology and Bacteriology. 73: 281–295. doi:10.1002/path.1700730136.
^ "Obituary: Dr Arthur Felix, F.R.S". The Journal of Hygiene. 54 (1): 152. March 1956. doi:10.1017/s0022172400044399. PMC 2218004.
^ William D. Rubinstein, Michael Jolles, Hilary L. Rubinstein, The Palgrave Dictionary of Anglo-Jewish History, Palgrave Macmillan (2011), p. 273
^ Farr, Alfred Derek (1978). Founders of medical laboratory science. Institute of Medical Laboratory Sciences. pp. 39–40. ISBN 978-0-9506242-0-4.
^ Weindling, Paul (2000). Epidemics and Genocide in Eastern Europe, 1890-1945. OUP Oxford. p. 86. ISBN 9780191542633. Retrieved 1 May 2018.
^ Brade, Helmut, ed. (1999). Endotoxin in Health and Disease. CRC Press. p. 11. ISBN 9780824719449. Retrieved 23 January 2014.
^ Barer, Michael R.; Irving, Will L. (2018). Medical Microbiology: A Guide to Microbial Infections. Elsevier. p. 192. ISBN 9780702071980. Retrieved 1 May 2018.
^ Brenner, Michael; Liedtke, Rainer; Rechter, David (1999). Two nations: British and German Jews in comparative perspective. Mohr Siebeck. p. 403. ISBN 978-3-16-147106-3. Retrieved 23 January 2014.
Retrieved from "https://en.wikipedia.org/w/index.php?title=Arthur_Felix&oldid=993834168"


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Q: Condition of Shimura correspondence (Sorry for my poor english.)
Let $N$ be an integer and $t$ be a square-free integer. Let $\chi$ be a Dirichlet character modulo $4N$.
In Shimura's paper, Shimura defined 'Shimura correspondence',
\begin{equation}
S_{k+\frac{1}{2}}(\Gamma_0(4N),\chi)\to M_{2k}(\Gamma_0(2N),\chi^2).
\end{equation}
In his main theorem, assume that "$f$ is a Hecke eigenform of $T(p^2)$ for prime factor $p$ of $N$ not dividing the conductor of $\chi_t$."
However, in Ono's book, "The Web of Modularity: Arithmetic of the Coefficients of Modular Forms and $q$-series", this condition does not exist. (For all $f\in S_{k+\frac{1}{2}}(\Gamma_0(4N),\chi)$...without hecke eigenform)
Which is right? Do I need Hecke eigenform condition for Shimura correspondence?
Thanks for reading.

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Lion Golfer earns Southland honors for March
Joshua May|April 2, 2012
Junior Phillip Westermann has performed well throughout the season for the Lions men's golf team, and on Wednesday March 28, the Pinneberg, Germany native was named Southland Conference Golfer of The Month for the month of March.
At the end of each month, each school's Sports Information Director (SID) nominates and votes for Golfer of the Month but is prohibited from voting for their own player. Westermann has helped lead Southeastern to four top-3 finishes on the season, two coming in the month of March and a top 100 ranking coming in as the No. 69 team in the country. Westermann tied the school record with his fourth career victory at the Carter Plantation Intercollegiate on March 19 and 20, with a three-stroke win over Arkansas-Little Rock's Alfred Kerstis. This marked the 25th career event, as he tied former Lion Cedric Scotto, a four-time medalist. Westmann had this to say after the Carter Plantation victory.
"It was very special. I really tried to prepare for this one," said Westermann. "Winning isn't easy and it feels very special to have done it here in front of everybody from Southeastern."
Playing up against the wind, head coach Tim Baldwin still felt that Westermann played well at Carter Plantation.
"Phil played fantastic. For him to shoot 209 in these conditions was fantastic," said Baldwin.
Westermann followed his Carter Plantation outing with a third place finish at the University of Arkansas at Little Rock (UALR) First Tee Collegiate Classic, from March 26-27. Westermann's efforts helped propel the Lions to their first team championship of the season, and first since winning the SLC Championship in 2010.
The victory marked Baldwin's 40th career tournament title. Out of the nine rounds played, Westermann posted six rounds below par. In nine rounds in March, Westermann averaged a 71.67 stroke average, including a round low of 68.
The award marks Westermann's fourth time receiving the honor. The Lions opened up the April part of the schedule yesterday and today at the BancorpSouth Intercollegiate in Madison, Miss. and will return to action during spring break at the Houston Intercollegiate tourney April 9-11 before the Southland Championships at the end of the month.

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