Übersetzung für 'Babylonian mathematics' von Englisch nach Deutsch

Babylonian mathematics [usually treated as sg.]

babylonische Mathematik {f}hist.math.

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Babylonian

Babylonier {m}ethn.hist.

Babylonisch {n}hist.ling.

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Babylonian {adj}

babylonisch <babyl., bab.>

Babylonian [female]

Babylonierin {f}ethn.hist.

Babylonian exile

babylonisches Exil {n}hist.relig.

Neo-Babylonian {adj}

neubabylonischhist.

Babylonian Empire

babylonisches Reich {n}hist.

Assyro-Babylonian {adj}

assyrisch-babylonischhist.

Old Babylonian {adj}

altbabylonischhist.

Late Babylonian {adj}

spätbabylonischhist.

Babylonian captivity

babylonische Gefangenschaft {f}hist.relig.

Babylonian confusion

babylonische Sprachverwirrung {f}bibl.

Babylonian Talmud

Babylonischer Talmud {m} <bT>hist.relig.

the Babylonian captivity

die babylonische Gefangenschaft [Syn.: das babylonische Exil]bibl.hist.

Babylonian clay tablet

babylonische Tontafel {f}archaeo.hist.

late Babylonian mathematical astronomy

spätbabylonische mathematische Astronomie {f}astron.hist.

Babylonian quartz [also: babylonian quartz]

Babylonquarz {m}mineral.

Prelude On the Babylonian Captivity of the Church

Von der babylonischen Gefangenschaft der Kirche [Martin Luther]relig.F

mathematics

Mathematik {f}acad.educ.math.

mathematics lesson

Mathestunde {f} [ugs.]educ.math.

• For many years he wrote on Babylonian mathematics.
• An early form of harmonic series dates back to ancient Babylonian mathematics, where they were used to compute ephemerides (tables of astronomical positions).
• Later scholars have invoked both Babylonian mathematics and music theory in an attempt to explain this passage.
• Studies of ancient Egyptian and Babylonian mathematics suggest that they used techniques similar to discounting future cash flows.
• Babylonian mathematics (also known as "Assyro-Babylonian mathematics") are the mathematics developed or practiced by the people of Mesopotamia, from the days of the early Sumerians to the centuries following the fall of Babylon in 539 BC.

• Plimpton 322 is a Babylonian clay tablet, notable as containing an example of Babylonian mathematics.
• Larsa is thought to be the source of a number of tablets involving Babylonian mathematics, including the Plimpton 322 tablet that contains patterns of Pythagorean triples.
• This is consistent with the practice in Babylonian mathematics at the time (6th century BC), but it has given rise to debate within rabbinical Judaism from an early period due to the concern that the biblical text might here be inaccurate.
• Two quantities can be multiplied using quarter squares by employing the following identity involving the floor function that some sources attribute to Babylonian mathematics (2000–1600 BC).
• 5-smooth or regular numbers play a special role in Babylonian mathematics.

• In 1927, his first paper on Babylonian mathematics was an account of the origin of the sexagesimal system.
• Less controversial than the position that Thales learnt Babylonian mathematics is the claim he was influenced by Egyptians.
• The simple false position technique is found in cuneiform tablets from ancient Babylonian mathematics, and in papyri from ancient Egyptian mathematics.
• The mathematical study of isosceles triangles dates back to ancient Egyptian mathematics and Babylonian mathematics.