A few less known facts in history of mathematics...
Through this instrument Klein was able to control developments in the field, since those who
worked outside his empire were never given any recognition. Eventually all the
leading journals became dependent on him, and no one could obtain even the
lowliest position without his approval. Yet even this could not satisfy Klein's
ambition for he also wanted the mathematicians of other coun-
tries to submit to his rule. Thus he drew foreign students to Gottingen and gave
them work of great interest, while young Germans, unless they happened to be
Jewish, were forced into the background. The atmosphere in Gottingen was not
only international and pacifist; it was already, in the 1890s, decidedly anti-
German. Any expression of nationalist sentiment by a young German automati-
cally jeopardized his career. In fact the Gottingen influence
was so pervasive it even created a new style among German mathematicians,
whose behavior, posture, gestures, and manners of speech were altered in imita-
tion of Jewish prototypes. Only those non-Jews who could adopt this style had
any hope of furthering their careers. Klein's dictatorship eventually led to a
barely visible but all-powerful organization across the academic landscape, and
practically every institution of higher education in Germany had its "Gottingen
Jew" on the faculty. -- David E. Rowe, Jewish Mathematics at Gottingen
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Rust asked, "How is mathematics in Göttingen now that it has been freed of the Jewish influence?" Hilbert replied, "Mathematics in Göttingen? There is really none any more."
That is: math in Göttingen was completely occupied by the Jews.
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It seems clear that Nazi Germany did severely persecute what it defined as “Jewish mathematics”. In his book “History of Mathematics: A Supplement” (Springer 2007) Craig Smorynski said: “… the change of mathematical direction … would reach an extreme in the 1930s with the nazi distinction between good German-Aryan anschauliche (intuitive) mathematics and the awful Jewish tendency toward abstraction and casuistry.
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Jews demand proofs in Set Theory. This is like the Catholic Church requiring Mass be given in Latin. It is a method of guaranteeing only the priests (the true believers) know the Church's doctrines. It is designed to prevent skeptics (non-believers) from being able to question Church doctrine, since you need to know a dead language to have any idea what that doctrine is.
http://en.wikipedia.org/wiki/New_math
Much of the publicity centered on the focus of this program on set theory (influenced ultimately by the Bourbaki group and their work). Some of this focus was seen as exaggerated, even dogmatic. For example, in some cases pupils were taught axiomatic set theory at an early age.
http://en.wikipedia.org/wiki/Set_theory
Mathematical topics typically emerge and evolve through interactions among many researchers. Set theory, however, was founded by a single paper in 1874 by Georg Cantor
Georg Cantor was born in 1845 in St. Petersburg, Russia, where his father was a merchant. The father, Georg Waldemar Cantor, had Jewish parents. -- Loren Graham, Naming Infinity, p. 25
http://en.wikipedia.org/wiki/George_Cantor#Cantor.27s_ancestry
Cantor was frequently described as Jewish in his lifetime. In 1874, Cantor married Vally Guttmann. As a Jewish (Ashkenazic) surname, Guttmann comes from the male given name Gutman.
http://www.ancestry.com.au/facts/Kantor-family-history-sct.ashx
Cantor is jewish (Ashkenazic) occupational name for a cantor, an official of a synagogue whose duty is to sing liturgical music and leads prayers
http://en.wikipedia.org/wiki/Abraham_Fraenkel
Fraenkel was a fervent Zionist and as such was a member of Jewish National Council and the Jewish Assembly of Representatives He is known for his contributions to axiomatic set theory, especially his addition to Ernst Zermelo's axioms which resulted in Zermelo–Fraenkel axioms.
http://mathforum.org/kb/message.jspa?messageID=69757&tstart=0
In 1935 Zermelo resigned from this position. There is no doubt that it
was caused by the firing and mistreatment of Jewish mathematicianss, e.g.
that of the algebraist and statistician Alfred Loewy who was removed from
his chair at Freiburg.
http://en.wikipedia.org/wiki/Aleph_number
In set theory, Hebrew letter aleph (א)
http://en.wikipedia.org/wiki/Beth_number
In mathematics, Hebrew letter ב (beth)