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Your diamond dreams cut open my arteries: poems by Else Lasker-Schüler

Lasker-Schüler, Else
Critics have called Else Lasker-Schüler the greatest of all German women poets and one of the finest Jewish poets. This large and representative selection of translations by Robert P. Newton, supplemented by a biographical and critical introduction and a selected bibliography, was the first substantial presentation of her works in English at its original publication in 1982.
UNC Press 2020-05 316 pages

Kindergarten

Ettinger, Elżbieta
A crisp clean softcover, no markings throughout: A stark and powerful dissection of the courageous/contemptible game of "adjustment" by human beings under extreme stress - in this case, a Jewish girl in Nazi-occupied Poland. Elli Rostow had cut down her grandfather's body after his suicide; had known other family self-slaughters; had seen grieving women and children sent to be exterminated; had been propelled into death's humiliations and horrors. Elli's mother - now known by the Polish name of Maria - is her introduction to the survival tactic of becoming "Polish." (Watch the inflection, study the Catholic prayerbook, make up heavily to hide the ghetto pallor.) Those who fail are wiped out, and in a succession of locations, jobs, Elli learns the ropes. But she suffers unbearable memories, just manages to hold off a breakdown such as her cousin Lili's who gave way under the pressure of life without warmth, honesty and love. To the end Elli dares not confide even in the man who loves her, a Polish underground fighter, whose work, evolved from guilt, seems mockingly irrelevant to Elli's own agonizing charade. But in the bestiality of persecution and massacre, the victims also lose their humanity. (In the Warsaw ghetto an oppressor's corpse is shredded and packed into candy boxes.) War, Elli's grandfather had said, "kills the conscience in man." And conscience, love, is dispensable in the kindergarten maneuvers of historical brutality. A chilling suggestion that death, too, has its games.
G.K. Hall 1986 310 pages

Lasker's Chess Magazine ...; Volume 2

Emanuel Lasker
This work has been selected by scholars as being culturally important, and is part of the knowledge base of civilization as we know it. This work is in the "public domain in the United States of America, and possibly other nations. Within the United States, you may freely copy and distribute this work, as no entity (individual or corporate) has a copyright on the body of the work. Scholars believe, and we concur, that this work is important enough to be preserved, reproduced, and made generally available to the public. We appreciate your support of the preservation process, and thank you for being an important part of keeping this knowledge alive and relevant.
Creative Media Partners, LLC 2022-10-27 298 pages

Journey Through a Small Planet

Emanuel Litvinoff
In Journey Through a Small Planet (1972), the writer Emanuel Litvinoff recalls his working-class Jewish childhood in the East End of London: a small cluster of streets right next to the city, but worlds apart in culture and spirit. With vivid intensity Litvinoff describes the overcrowded tenements of Brick Lane and Whitechapel, the smell of pickled herring and onion bread, the rattle of sewing machines and chatter in Yiddish. He also relates stories of his parents, who fled from Russia in 1914, his experiences at school and a brief flirtation with Communism. Unsentimental, vital and almost dream like, this is a masterly evocation of a long-vanished world.
ISIS Large Print Books 1994 160 pages

Gesammelte Abhandlungen - Collected Papers

Emmy Noether
In Memory of Emmy Noether.- 1. Über die Bildung des Formensystems der ternären biquadratischen Form.- 2. Über die Bildung des Formensystems der ternären biquadratischen Form.- 3. Zur Invariantentheorie der Formen von n Variabeln.- 4. Zur Invariantentheorie der Formen von n Variabeln.- 5. Rationale Funktionenkörper.- 6. Körper und Systeme rationaler Funktionen.- 7. Der Endlichkeitssatz der Invarianten endlicher Gruppen.- 8. Über ganze rationale Darstellung der Invarianten eines Systems von beliebig vielen Grundformen.- 9. Die allgemeinsten Bereiche aus ganzen transzendenten Zahlen.- 10. Die Funktionalgleichungen der isomorphen Abbildung.- 11. Gleichungen mit vorgeschriebener Gruppe.- 12. Invarianten beliebiger Differentialausdrücke.- 13. Invariante Variationsprobleme.- 14. Die arithmetische Theorie der algebraischen Funktionen einer Veränderlichen in ihrer Beziehung zu den iibrigen Theorien und zu der Zahlkörpertheorie.- 15. Die Endlichkeit des Systems der ganzzahligen Invarianten binärer Formen.- 16. Zur Reihenentwicklung in der Formentheorie.- 17. Gemeinsam mit W. Schmeidler: Moduln in nichtkommutativen Bereichen, insbesondere aus Differential- und Differenzenäusdrticken.- 18. Über eine Arbeit des im Kriege gefallenen K. Hentzelt zur Eliminationstheorie.- 19. Idealtheorie in Ringbereichen.- 20. Ein algebraisches Kriterium für absolute Irreduzibilität.- 21. Formale Variationsrechnung und Differentialinvarianten.- 22. Bearbeitung von K. Hentzelt + Zur Theorie der Polynomideale und Resultanten.- 23. Algebraische und Differentialvarianten.- 24. Eliminationstheorie und allgemeine Idealtheorie.- 25. Eliminationstheorie und Idealtheorie.- 26. Abstrakter Aufbau der Idealtheorie im algebraischen Zahlkörper.- 27. Hilbertsche Anzahlen in der Idealtheorie.- 28. Gruppencharaktere und Idealtheorie.- 29. Der Endlichkeitssatz der Invarianten endlicher linearer Gruppen der Charakteristik p.- 30. Abstrakter Aufbau der Idealtheorie in algebraischen Zahl-und Funktionenkörpern.- 31. Der Diskriminantensatz für die Ordnungen eines algebraischen Zahl- oder Funktionenkörpers.- 32. Gemeinsam mit R. Brauer: Über minimale Zerfallungskörper irreduzibler Darstellungen.- 33. Hyperkomplexe GroBen und Darstellungstheorie in arithmetischer Auffassung.- 34. Hyperkomplexe Größen und Darstellungstheorie.- 35. Über Maximalbereiche aus ganzzahligen Funktionen.- 36. Idealdifferentiation und Differente.- 37. Normalbasis bei Körpern ohne höhere Verzweigung.- 38. Gemeinsam mit R. Brauer und H. Hasse: Beweis eines Hauptsatzes in der Theorie der Algebren.- 39. Hyperkomplexe Systeme in ihren Beziehungen zur kommutativen Algebra und zur Zahlentheorie.- 40. Nichtkommutative Algebren.- 41. Der Hauptgeschlechtssatz für relativ-galoissche Zahlkörper.- 42. Zerfallende verschränkte Produkte und ihre Maximalordnungen.- 43. Idealdifferentiation und Differente.- Algebra der hyperkomplexen Größen: Vorlesung von E. Noether, W. S. 1929/30. Ausgearbeitet von M. Deuring.- Notwendige und hinreichende Multiplizitätsbedingungen zum Noetherschen Fundamentalsatz der algebraischen Funktionen: von H. Kapferer (Mit einem Zusatz, gemeinsam mit E. Noether).- Bibliographie.- Liste der Kurzmitteilungen und Buchbesprechungen von Emmy Noether.
Springer Berlin Heidelberg 2013-09-25 777 pages

Brothers from afar: rabbinic approaches to apostasy and reversion in medieval Europe

Kanarfogel, Ephraim
"Revisionist approach to a status of apostates in medieval European rabbinic thought. View this in full screen In Brothers from Afar: Rabbinic Approaches to Apostasy and Reversion in Medieval Europe, Ephraim Kanarfogel challenges a long-held view that those who had apostatized and later returned to the Jewish community in northern medieval Europe were encouraged to resume their places without the need for special ceremony or act that verified their reversion. Kanarfogel's evidence suggests that from the late twelfth century onward, leading rabbinic authorities held that returning apostates had to undergo ritual immersion and other rites of contrition. He also argues that the shift in rabbinic positions during the twelfth and thirteenth centuries was fundamentally a response to changing Christian perceptions of Jews and was not simply an internal halakhic or rabbinic development. Brothers from Afar is divided into seven chapters. Kanarfogel begins the book with Rashi (1040-1105), the pre-eminent European rabbinic authority, who favored an approach which sought to smooth the return of penitent apostates. He then goes on to explain that although Jacob Katz, a leading Jewish social historian, maintains that this more lenient approach held sway in Ashkenazic society, a series of manuscript passages indicate that Rashi's view was challenged in several significant ways by northern French Tosafists in the mid-twelfth century. German Tosafists mandated immersion for a returning apostate as a means of atonement, akin to the procedure required of a new convert. In addition, several prominent tosafists sought to downgrade the status of apostates from Judaisim who did not return, in both marital and economic issues, well beyond the place assigned to them by Rashi and others who supported his approach. Although these mandates were formulated along textual and juridical lines, considerations of how to protect the Jewish communities from the inroads of increased anti-Judaism and the outright hatred expressed for the Jews as unrivaled enemies of Christianity, played a large role. Indeed, medieval Christian sources that describe how Jews dealt with those who relapsed from Christianity to Judaism are based not only on popular practices and culture but also reflect concepts and practices that had the approbation of the rabbinic elite in northern Europe. Brothers from Afar belongs in the library of every scholar of Jewish and medieval studies"--
Wayne State University Press 2021 240 pages

The Economic History of England

HardPress,Lipson Ephraim 1888-
Unlike some other reproductions of classic texts (1) We have not used OCR(Optical Character Recognition), as this leads to bad quality books with introduced typos. (2) In books where there are images such as portraits, maps, sketches etc We have endeavoured to keep the quality of these images, so they represent accurately the original artefact. Although occasionally there may be certain imperfections with these old texts, we feel they deserve to be made available for future generations to enjoy.
Hardpress Limited 2013 482 pages