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1 Levi-Civita
Математика: Леви-Чивита -
2 Levi-Civita
Ле́ви-Чиви́таАнгло-русский универсальный дополнительный практический переводческий словарь И. Мостицкого > Levi-Civita
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3 Levi-Civita
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4 Levi-Civita
The English-Russian dictionary general scientific > Levi-Civita
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5 Levi-Civita density
rapat Levi-Civita -
6 Levi-Civita connection
koneksja Levi-CivityEnglish-Polish dictionary for engineers > Levi-Civita connection
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7 Levi-Civita connectivity
Математика: связность Леви-ЧивитаУниверсальный англо-русский словарь > Levi-Civita connectivity
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8 Levi-Civita symbol
Макаров: символ Леви-Чивиты -
9 Levi-Civita symbol
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10 Levi-Civita symbols
символы Леви-Чивиты, абсолютно антисимметричный тензорEnglish-Russian electronics dictionary > Levi-Civita symbols
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11 Levi-Civita symbols
символы Леви-Чивиты, абсолютно антисимметричный тензорThe New English-Russian Dictionary of Radio-electronics > Levi-Civita symbols
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12 symbol
1) символа) знакб) условный знак; условное обозначение; графическое обозначениев) вчт идентификаторг) образ; отображениед) эмблема2) представлять в символической форме; применять символическую запись; использовать символ(ы); использоваться в качестве символа3) использовать условные знаки или условные обозначения; использоваться в качестве условного знака или условного обозначения•- abstract symbol
- active symbol
- additional symbol
- admissible symbol
- aiming symbol
- algebraic symbol
- alpha symbol
- alphabetic symbol
- alphanumeric symbol
- annotation symbol
- auxiliary symbol
- barred symbol
- basic symbol
- blinking symbol
- Boolean symbol
- built-up symbol
- cell alphabet symbol
- check symbol
- checking symbol
- Christoffel symbol
- command symbol
- composite symbol
- connector symbol
- control symbol
- decision symbol
- definable symbol
- delta symbol
- delta Kronecker symbol
- derivative symbol
- digital symbol
- diode symbols
- dollar sign symbol
- dotted symbol
- euro sign symbol
- external symbol
- flowchart symbol
- flowcharting symbol
- functional symbol
- fundamental symbol
- generalized symbol
- generating symbol
- graphical symbol
- grouping symbol
- Hermann-Mauguin symbols
- illegal symbol
- information symbol
- input/output symbol
- international crystallographic symbols
- Kronecker symbols
- Levi-Civita symbols
- literal symbol
- logic symbol
- match-all symbol
- math symbol
- mathematical symbol
- metalogic symbol
- mnemonic symbol
- nonadmissible symbol
- nonblinking symbol
- nonterminal symbol
- numeric symbol
- odd symbol
- operator symbol
- partial derivative symbol
- phonemic symbol
- phonematic symbol
- predefined process symbol
- predicate symbol
- processing symbol
- proofreader's symbol
- punctuation symbol
- schematic symbol
- Schoenflies symbols
- separation symbol
- shading symbol
- Shubnikov symbols
- special symbol
- standard symbol
- start/stop symbol
- suggestive symbol
- syntactical symbol
- terminal symbol
- terminating symbol
- transistor symbols
- undeclared symbol
- undefined symbol
- underscore symbol
- unit symbol
- variable symbol
- vector symbol
- wildcard symbol
- wire symbol
- δ symbols -
13 symbol
1) символа) знакб) условный знак; условное обозначение; графическое обозначениев) вчт. идентификаторг) образ; отображениед) эмблема2) представлять в символической форме; применять символическую запись; использовать символ(ы); использоваться в качестве символа3) использовать условные знаки или условные обозначения; использоваться в качестве условного знака или условного обозначения•- abstract symbol
- active symbol
- additional symbol
- admissible symbol
- aiming symbol
- algebraic symbol
- alpha symbol
- alphabetic symbol
- alphanumeric symbol
- annotation symbol
- auxiliary symbol
- barred symbol
- basic symbol
- blinking symbol
- Boolean symbol
- built-up symbol
- cell alphabet symbol
- check symbol
- checking symbol
- Christoffel symbol
- command symbol
- composite symbol
- connector symbol
- control symbol
- decision symbol
- definable symbol
- delta Kronecker symbol
- delta symbol
- derivative symbol
- digital symbol
- diode symbols
- dollar sign symbol
- dotted symbol
- euro sign symbol
- external symbol
- flowchart symbol
- flowcharting symbol
- functional symbol
- fundamental symbol
- generalized symbol
- generating symbol
- graphical symbol
- grouping symbol
- Hermann-Mauguin symbols
- illegal symbol
- information symbol
- input/output symbol
- international crystallographic symbols
- Kronecker symbols
- Levi-Civita symbols
- literal symbol
- logic symbol
- match-all symbol
- math symbol
- mathematical symbol
- metalogic symbol
- mnemonic symbol
- nonadmissible symbol
- nonblinking symbol
- nonterminal symbol
- numeric symbol
- odd symbol
- operator symbol
- partial derivative symbol
- phonematic symbol
- phonemic symbol
- predefined process symbol
- predicate symbol
- processing symbol
- proofreader's symbol
- punctuation symbol
- schematic symbol
- Schoenflies symbols
- separation symbol
- shading symbol
- Shubnikov symbols
- special symbol
- standard symbol
- start/stop symbol
- suggestive symbol
- symbol of operator
- syntactical symbol
- terminal symbol
- terminating symbol
- transistor symbols
- undeclared symbol
- undefined symbol
- underscore symbol
- unit symbol
- variable symbol
- vector symbol
- wildcard symbol
- wire symbolThe New English-Russian Dictionary of Radio-electronics > symbol
См. также в других словарях:
LEVI-CIVITA (T.) — LEVI CIVITA TULLIO (1873 1941) Mathématicien italien dont les travaux portent sur la géométrie différentielle, la mécanique, l’hydrodynamique et la physique mathématique. Né à Padoue, il fit ses études à l’université de cette ville, où il devint… … Encyclopédie Universelle
Levi-Civita — [ lɛːvi tʃiːvita], Tullio, italienischer Mathematiker, * Padua 29. 3. 1873, ✝ Rom 29. 12. 1941; 1902 Professor für Mechanik in Padua, ab 1918 Professor der höheren Analysis in Rom, 1938 nach dem Gesammelten zur Judenverfolgung vom Dienst… … Universal-Lexikon
Levi-Civita — Tullio Levi Civita (* 29. März 1873 in Padua; † 29. Dezember 1941 in Rom) war ein italienischer Mathematiker. Er war Schüler von Gregorio Ricci Curbastro und wurde 1898 Professor für Mechanik in Padua. 1918 ging er dann nach Rom. 1938 wurde er… … Deutsch Wikipedia
Levi-Civita — * Tullio Levi Civita, a Jewish Italian mathematician * Levi Civita (crater), a crater on the Moon * Levi Civita symbol, a mathematical symbol, also called permutation symbol or antisymmetric symbol … Wikipedia
LEVI-CIVITA, TULLIO — (1873–1942), Italian mathematician. Levi Civita, who was born in Padua, was appointed to the chair of mechanics at the university there at the age of 25. In 1918 he left Padua to become professor of mechanics at the University of Rome. He opposed … Encyclopedia of Judaism
Levi-Civita-Zusammenhang — In der Mathematik, insbesondere in der riemannschen Geometrie, einem Teilgebiet der Differentialgeometrie, versteht man unter einem Levi Civita Zusammenhang einen Zusammenhang auf dem Tangentialbündel einer riemannschen oder semi riemannschen… … Deutsch Wikipedia
Levi-Civita symbol — Not to be confused with Levi Civita connection. The Levi Civita symbol, also called the permutation symbol, antisymmetric symbol, or alternating symbol, is a mathematical symbol used in particular in tensor calculus. It is named after the Italian … Wikipedia
Levi-Civita-Symbol — Das Levi Civita Symbol , auch Permutationssymbol, (ein wenig nachlässig) total antisymmetrischer Tensor oder Epsilon Tensor genannt, ist ein Symbol, das in der Physik bei der Vektor und Tensorrechnung nützlich ist. Es ist nach dem italienischen… … Deutsch Wikipedia
Levi-Civita-Tensor — Das Levi Civita Symbol , auch Permutationssymbol, (ein wenig nachlässig) total antisymmetrischer Tensor oder Epsilon Tensor genannt, ist ein Symbol, das in der Physik bei der Vektor und Tensorrechnung nützlich ist. Das Symbol bezeichnet die… … Deutsch Wikipedia
Levi-Cività-Symbol — Das Levi Civita Symbol , auch Permutationssymbol, (ein wenig nachlässig) total antisymmetrischer Tensor oder Epsilon Tensor genannt, ist ein Symbol, das in der Physik bei der Vektor und Tensorrechnung nützlich ist. Das Symbol bezeichnet die… … Deutsch Wikipedia
Levi-Civita connection — In Riemannian geometry, the Levi Civita connection is the torsion free Riemannian connection, i.e., the torsion free connection on the tangent bundle (an affine connection) preserving a given (pseudo )Riemannian metric.The fundamental theorem of… … Wikipedia