Ravina I
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Ravina I
Ravina I (; died c. AD 420) was a Babylonian Jewish Talmudist and rabbi, of the 5th and 6th generation of amoraim. Biography His father seems to have died before he was born or at an early age, and it was necessary for his mother informed him of some of his father's halachic practices. He was a pupil of Rava bar Joseph bar Hama, and his extreme youthfulness at that time is shown by the fact that his teacher designated him and Hama bar Bisa as "dardeki" (children). He frequently addressed questions to Rava, whose sayings he cites. At an early age Ravina was recognized as a teacher, leaving the academy at Mahoza while Rava was still living. Wherever he lived he was recognized as a teacher and judge, and was called upon to render independent decisions. Ravina was on friendly terms with Rav Nachman bar Yitzchak, and was a colleague of Rav Aha b. Rava, with whom he had many disputations on legal questions, Ravina being inclined to lenience and Aha to stringency. Ravina's decisions al ...
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Talmud
The Talmud (; he, , Talmūḏ) is the central text of Rabbinic Judaism and the primary source of Jewish religious law ('' halakha'') and Jewish theology. Until the advent of modernity, in nearly all Jewish communities, the Talmud was the centerpiece of Jewish cultural life and was foundational to "all Jewish thought and aspirations", serving also as "the guide for the daily life" of Jews. The term ''Talmud'' normally refers to the collection of writings named specifically the Babylonian Talmud (), although there is also an earlier collection known as the Jerusalem Talmud (). It may also traditionally be called (), a Hebrew abbreviation of , or the "six orders" of the Mishnah. The Talmud has two components: the Mishnah (, 200 CE), a written compendium of the Oral Torah; and the Gemara (, 500 CE), an elucidation of the Mishnah and related Tannaitic writings that often ventures onto other subjects and expounds broadly on the Hebrew Bible. The term "Talmud" may ref ...
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Rabbi
A rabbi () is a spiritual leader or religious teacher in Judaism. One becomes a rabbi by being ordained by another rabbi – known as ''semikha'' – following a course of study of Jewish history and texts such as the Talmud. The basic form of the rabbi developed in the Pharisees, Pharisaic (167 BCE–73 CE) and Talmudic (70–640 CE) eras, when learned teachers assembled to codify Judaism's written and oral laws. The title "rabbi" was first used in the first century CE. In more recent centuries, the duties of a rabbi became increasingly influenced by the duties of the Clergy, Protestant Christian minister, hence the title "pulpit rabbis", and in 19th-century Germany and the United States rabbinic activities including sermons, pastoral counseling, and representing the community to the outside, all increased in importance. Within the various Jewish denominations, there are different requirements for rabbinic ordination, and differences in opinion regarding who is recognized as ...
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Amoraim
''Amoraim'' (Aramaic: plural or , singular ''Amora'' or ''Amoray''; "those who say" or "those who speak over the people", or "spokesmen") refers to Jewish scholars of the period from about 200 to 500 CE, who "said" or "told over" the teachings of the Oral Torah. They were primarily located in Babylonia and the Land of Israel. Their legal discussions and debates were eventually codified in the Gemara. The ''Amoraim'' followed the ''Tannaim'' in the sequence of ancient Jewish scholars. The ''Tannaim'' were direct transmitters of uncodified oral tradition; the ''Amoraim'' expounded upon and clarified the oral law after its initial codification. The Amoraic era The first Babylonian ''Amoraim'' were Abba Arika, respectfully referred to as ''Rav'', and his contemporary and frequent debate partner, Shmuel. Among the earliest ''Amoraim'' in Israel were Johanan bar Nappaha and Shimon ben Lakish. Traditionally, the Amoraic period is reckoned as seven or eight generations (dep ...
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Mahoza
Al-Mada'in ( ar, المدائن, , ; ) was an ancient metropolis situated on the Tigris, Tigris River in modern-day Iraq. It was located between the ancient royal centers of Ctesiphon and Seleucia, and was founded by the Sasanian Empire, Sassanid Empire. The city's name was used by Arabs as a synonym for the Sassanid capital of Ctesiphon, in a tradition that continued after the Muslim conquest of Persia, Arab conquest of Iran. Foundation and constitution According to Persian folklore, folklore, al-Mada'in was constructed by the legendary Iranian kings Tahmuras or Hushang, who named it Kardbandad. The city was then later rebuilt by the legendary Iranian king Zab, the Macedonian Empire, Macedonian king Alexander the Great (r. 356–323 BCE) and the Sasanian king Shapur II (r. 309–379 CE). According to another folklore, the names of five (or seven) cities that al-Mada'in comprised were Aspanbur, Veh-Ardashir, Hanbu Shapur, Darzanidan, Veh Jondiu-Khosrow, Nawinabad and Kardakadh. ...
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Rav Nachman Bar Yitzchak
:''You might be looking for Nachman bar Huna or Nachman bar Yaakov.'' Rav Nachman bar Yitzchak (Hebrew: רב נחמן בר יצחק; died 356 CE) was a Babylonian rabbi, of the fourth and fifth generations of amoraim. It is generally accepted that references to "Rav Nachman" in the Talmud refer to Rav Nachman bar Yaakov, not to Rav Nachman bar Yitzchak. Biography His mother's brother was Rav Aha bar Yosef. Legend states that an astrologer predicted to his mother that her son would become a thief. She required him to have his head covered at all times, though he did not understand the purpose of this requirement. Once he was sitting and studying under a tree, and his head-covering slipped off. He was overcome by desire and took cluster of dates from the tree (which did not belong to him). He was a disciple of Abaye, Rava, Rav Nachman, and Rav Chisda. In his youth he studied together with Rava, sitting one row behind Rava in the beit midrash and occasionally asking each ot ...
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Aha B
AHA, Aha, or aha may refer to: Arts, entertainment and media * ''Aha!'' (TV program), an information and education TV program in the Philippines * a-ha, a Norwegian pop music band * ''Aha!'' (film), a 2007 Bangladeshi film * Aha (streaming service), an Indian service offering Telugu content * ''Aha!'' (tabloid), a newspaper published in the Czech Republic * AHA! A Hands-On Adventure, a children's museum in Lancaster, Ohio * Association of Hispanic Arts, a New York-based non-profit organization that promotes the work of Hispanic artists * "Aha", a 2009 song by British singer Imogen Heap * ''Aha! Insight'' (1978), a book by Martin Gardner Hockey * Amateur Hockey Association, an amateur men's ice hockey league in Canada from 1886 to 1898 * American Hockey Association (1926–1942) * American Hockey Association (1992–1993) * Atlantic Hockey Association, an NCAA Men's Division I Ice Hockey conference which operates primarily in the northeastern U.S. Organizations * AHA F ...
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Rav Ashi
Rav Ashi ( he, רב אשי) ("Rabbi Ashi") (352–427) was a Babylonian Jewish rabbi, of the sixth generation of amoraim. He reestablished the Academy at Sura and was the first editor of the Babylonian Talmud. Biography According to a tradition preserved in the academies, Rav Ashi was born in the same year that Rava (the great teacher of Mahuza) died, and he was the first important teacher in the Talmudic Academies in Babylonia after Rava's death. Simai, Ashi's father, was a rich and learned man, a student of the college of Naresh near Sura, which was directed by Rav Papa, Rava's disciple. Ashi's teacher was Rav Kahana III, a member of the same college, who later became president of the academy at Pumbedita. Ashi married the daughter of Rami bar Hama, or Rami b. Abba according to other texts. Ashi was rich and influential, owning many properties and forests. The Talmud gives him as an example of "Torah and greatness combined in one place", that is to say, he possessed b ...
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Sura (city)
Sura ( syr, ܫܘܪܐ) was a city in the southern part of the area called by ancient Jewish sources Babylonia, located east of the Euphrates. It was well-known for its agricultural produce, which included grapes, wheat, and barley. It was also a major center of Torah scholarship and home of an important yeshiva - the Sura Academy - which, together with the yeshivas in Pumbedita and Nehardea, gave rise to the Babylonian Talmud. Location According to Sherira Gaon, Sura ( arc, סורא) was identical to the town of Mata Mehasya, which is also mentioned in the Talmud, but Mata Mehasya is cited in the Talmud many times, either as a nearby town or a suburb of Sura, and the Talmudist academy in Mata Mehasya served as a branch of Sura Academy, which was founded by Abba Arikha in the third century. A contemporary Syriac source describes it as a town completely inhabited by Jews, situated between Māḥōzē and al-Hirah in the Sawad. A responsum of Natronai ben Hilai says that Sura wa ...
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Mata Mehasya
Mata Mehasya ( arc, מתא מחסיא) was a town in southern Babylonia near Sura, home to Sura Academy in classical antiquity. Location Sherira Gaon regarded Sura and Mata Mehasya as identical, for in his accounts of the geonim of Sura he uses the names of both Mata Mehasya (or Meḥasya) and Sura to indicate the seat of the academy, the former name even being the more frequent of the two. In the passage where he describes the founding of the Academy of Sura by Rav, he says expressly that Rav had come to "Sura, which is Mata Mehasya" There is no doubt, however, that these names belonged to two distinct towns, which came to be regarded as one when the seat of the academy was mentioned. They are named together in Berachot 29a, where the different modes of speech of the peoples of the two places are noted. Other Talmudic passages clearly indicate that these were two different towns. Sherira Gaon himself says (1:30) that in the second half of the third century Ḥuna's school (by implic ...
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Babylonian Talmud
The Talmud (; he, , Talmūḏ) is the central text of Rabbinic Judaism and the primary source of Jewish religious law (''halakha'') and Jewish theology. Until the advent of modernity, in nearly all Jewish communities, the Talmud was the centerpiece of Jewish cultural life and was foundational to "all Jewish thought and aspirations", serving also as "the guide for the daily life" of Jews. The term ''Talmud'' normally refers to the collection of writings named specifically the Babylonian Talmud (), although there is also an earlier collection known as the Jerusalem Talmud (). It may also traditionally be called (), a Hebrew abbreviation of , or the "six orders" of the Mishnah. The Talmud has two components: the Mishnah (, 200 CE), a written compendium of the Oral Torah; and the Gemara (, 500 CE), an elucidation of the Mishnah and related Tannaitic writings that often ventures onto other subjects and expounds broadly on the Hebrew Bible. The term "Talmud" may refer to ei ...
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Ravina II
Ravina II or Rabina II (Hebrew: רב אבינא בר רב הונא or רבינא האחרון; died 475 CE or 500 CE) was a Babylonian rabbi of the 5th century (seventh and eighth generations of amoraim). He, along with his teacher Rav Ashi, were considered "the end of Hora'ah (teaching)". Traditionally both of them are regarded as responsible for redacting the Babylonian Talmud. Biography Most scholars agree that the rabbi here in question was Ravina the son of R. Huna, and not Ravina the colleague of Rav Ashi who died before Rav Ashi. He did not remember his father, R. Huna, who died while Ravina was still a child, but the Talmud states several times that his mother communicated to him the opinions held by his father. After his father's death, his maternal uncle Ravina I became his guardian. Ravina II officiated as judge at Sura shortly after Rav Ashi's death, and was a colleague of Mar bar Rav Ashi, although he was not so prominent. After Rabbah Tosafa'ah's death, Ravina b ...
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421 Deaths
4 (four) is a number, numeral and digit. It is the natural number following 3 and preceding 5. It is the smallest semiprime and composite number, and is considered unlucky in many East Asian cultures. In mathematics Four is the smallest composite number, its proper divisors being and . Four is the sum and product of two with itself: 2 + 2 = 4 = 2 x 2, the only number b such that a + a = b = a x a, which also makes four the smallest squared prime number p^. In Knuth's up-arrow notation, , and so forth, for any number of up arrows. By consequence, four is the only square one more than a prime number, specifically three. The sum of the first four prime numbers two + three + five + seven is the only sum of four consecutive prime numbers that yields an odd prime number, seventeen, which is the fourth super-prime. Four lies between the first proper pair of twin primes, three and five, which are the first two Fermat primes, like seventeen, which is the third. On the oth ...
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