Übersetzung für 'R module' von Englisch nach Deutsch

R-module [algebra]

R-Modul {m} [Algebra]math.

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rest and recuperation <R&R> [also during war]

Ruhe {f} und Erholung [Rekonvaleszenz: Ausruhen und Genesung]

Werbung

set of real numbers <ℝ, R>

Menge {f} der reellen Zahlen <ℝ, R>math.

R&R [rest and recuperation / recreation]

Heimaturlaub {m}mil.

rest and recreation <R&R>

Ruhe und Erholung

Spiel und Spaßidiom

rest and recreation <R & R>

Diensturlaub {m} für Armeeangehörigemil.

repeatability and reproducibility <R&R>

Wiederholbarkeit und Reproduzierbarkeit <R&R>engin.tech.

rest and relaxation <R&R>

Erholung {f}

Spiel und Spaß

rest and relaxation <R & R>

Diensturlaub {m} für Armeeangehörigemil.

rest and recuperation <R&R>

Fronturlaub {m}mil.

software module <SM, SWM, SW module>

Softwaremodul {n} <SM, SWM, SW-Modul>comp.

Belt and Road Initiative [in China] <B&R, B&R Initiative, BRI>

Neue Seidenstraße {f} [ugs.] [Belt and Road Initiative; bis 2016: Projekt One Belt, One Road (OBOR)]econ.pol.

rhythm and blues <R&B, R'n'B or RnB>

Rhythm and Blues {m} <R&B, R'n'B, RnB>mus.

Rhythm'n'Blues {m} <R&B, R'n'B, RnB>mus.

Park & Ride <P&R, P+R> [Br.] [traffic sign]

Parken und Reisen [Verkehrszeichen]traffic

amount-of-substance ratio <R, r, mol/mol>

Stoffmengenverhältnis {n} <R, r, mol/mol>chem.

set of irrational numbers <ℝ\ℚ, R\Q>

Menge {f} der irrationalen Zahlen <ℝ\ℚ, R\Q>math.

rotations per minute <rpm, RPM, r/min, r·min−1> [coll.] [revolutions per minute]

Umdrehungen {pl} pro Minute <rpm, RPM, r/min, r·min−1, U/min.> [U/Min. ist veraltet]tech.unit

shipping and receiving <S&R, S/R>

Versand und Empfangcomm.

• One may write "R'M" to emphasize that "M" is a left "R"-module.
• Many authors consider the more general concept of an associative algebra over a commutative ring "R", instead of a field: An "R"-algebra is an "R"-module with an associative "R"-bilinear binary operation, which also contains a multiplicative identity.
• The only part of the definition that changes is that "A" is assumed to be an "R"-module (instead of a vector space over "K").
• In fact the converse is also true and this gives a "characterization of division rings" via their module category: A unital ring "R" is a division ring if and only if every "R"-module is free.
• Suppose "M" is some "R"-module, and "M'i" is a submodule of "M" for every "i" in "I".

• In the following, "module" will mean "R"-module" for some fixed ring "R".
• An "active phased array" or "active electronically scanned array" (AESA) is a phased array in which each antenna element has an analog transmitter/receiver (T/R) module which creates the phase shifting required to electronically steer the antenna beam.
• Then an ideal "I," or equivalently a module [...] is a cyclic representation of "R" (cyclic meaning generated by 1 element as an "R"-module; this generalizes 1-dimensional representations).
• Let "R" be a commutative ring, "M" be an "R"-module, and [...] be an "R"-bilinear form. [...] A mapping [...] is the "associated quadratic form" of "b", and [...] is the "polar form" of "q".
• For an "R"-module "A", a maximal submodule "M" of "A" is a submodule [...] satisfying the property that for any other submodule "N", [...] implies [...] or [...].