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ÇÑ/¿µ(µ¶•ºÒ•ÀÌ) À½¾Ç¿ë¾î ¸ñ·Ï |
ÁýÇÕÀÌ·Ð/12À½ÀÌ·Ð (Set
Theory / Twelve-Tone Theory) |
ÀÛ¼º : ¹è Àç Èñ |
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F¸¦ ´©¸¥ ÈÄ, °Ë»öÇÒ ´Ü¾î(ÇÑ±Û È¤Àº ¿µ¾î)¸¦ ÀÔ·ÂÇÏ½Ã¸é µË´Ï´Ù.
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¿µ¾î¿ë¾î |
Çѱ۹ø¿ª¿ë¾î |
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A |
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abstract relation |
Ãß»ó°ü°è |
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addition table |
µ¡¼ÀÇ¥ |
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aggregate |
Áý¼º(ó¢à÷) |
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all-combinatorial set |
¿ÏÀüÁ¶ÇÕÁýÇÕ |
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all-combinatoriality |
¿ÏÀüÁ¶ÇÕ |
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all-interval |
Àü(îï)À½Á¤ |
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all-interval series |
Àü(îï)À½Á¤À½¿ |
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all-interval set |
Àü(îï)À½Á¤ÁýÇÕ |
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all-interval tetrachord |
Àü(îï)À½Á¤4À½±º |
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array |
¹è¿ |
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associative relationship |
°áÇÕ°ü°è |
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atonal music |
¹«Á¶À½¾Ç |
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atonality |
¹«Á¶¼º |
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axis |
Ãà |
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axis of inversion |
Àüȸ(ï®üÞ)Ãà |
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axis of symmetry |
´ëĪÃà |
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B |
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basic interval pattern (bip) |
±âº»À½Á¤ÆÐÅÏ |
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basic row operations |
±âº»À½¿¿¬»ê |
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C |
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canonical form |
±âÁØÇü, Ç¥ÁØÇü |
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c-centricity |
c-Á߽ɼº |
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cardinal number
(=cardinality) |
񃬔 |
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centricity |
Á߽ɼº |
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circular permutation |
¼øÈ¯¼ø¿ |
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class |
·ù(×¾) |
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coherence |
ÀÀÁý¼º |
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collection |
ÁýÇÕü |
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combinatorial hexachord |
Á¶ÇÕ6À½±º |
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combinatorial source set |
Á¶ÇÕ¿øÃµÁýÇÕ |
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combinatoriality |
Á¶ÇÕ |
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common-tone theorem |
°øÅëÀ½¹ýÄ¢ |
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common tone under inversion |
Àüȸ°øÅëÀ½ |
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common tone under
transposition |
À̵µ°øÅëÀ½ |
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complement (=complementary
set) |
¿©ÁýÇÕ |
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complement relation |
¿©ÁýÇÕ°ü°è |
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complement theorem |
¿©ÁýÇÕ¹ýÄ¢ |
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complementary set
(=complement) |
¿©ÁýÇÕ |
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complete invariance |
¿ÏÀüºÒº¯¿ø¼Ò |
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composite operation |
ÇÕ¼º¿¬»ê |
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composite segment |
ÇÕ¼ººÐÀý |
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composite segmentation |
ÇÕ¼ººÐÀý(¹ý) |
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compound operation |
º¹ÇÕ¿¬»ê |
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comprehensibility |
Æ÷°ý¼º |
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contour |
µ¿°í, À±°û |
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correspondence |
´ëÀÀ¼º |
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D |
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degree of symmetry |
´ëεµ¼ö |
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derivation |
À¯µµ(ë¯Óô) |
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derived series |
À¯µµ(ë¯Óô)À½¿ |
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directed interval (=ordered
interval) |
Á÷Á¢À½Á¤(=¼¿À½Á¤) |
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duration series |
À½°¡¿ |
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dyad |
2À½±º |
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E |
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enharmonic equivalence |
ÀÌ¸íµ¿À½µ¿µî¼º |
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equivalence |
µ¿µî¼º |
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equivalent |
µ¿µîÇÑ |
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equivalent relation |
µ¿µî°ü°è |
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equivalent sets |
µ¿µîÁýÇÕ |
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F |
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first-order all-combinatorial set |
Á¦1¼¿¿ÏÀüÁ¶ÇÕÁýÇÕ |
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fourth-order
all-combinatorial set |
Á¦4¼¿¿ÏÀüÁ¶ÇÕÁýÇÕ |
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fragmentation |
ºÐ¿ |
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G |
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group composition |
±ºÀÛ¹ý |
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H |
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hexachord |
6À½±º |
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hexachord theorem |
6À½±º¹ýÄ¢ |
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hexachordal
combinatoriality |
6À½±ºÁ¶ÇÕ |
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hexachordally
combinatorial pairs |
6À½±ºÁ¶ÇÕ(Àû) ¦µé |
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I |
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identity |
µ¿Àϼº |
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I-matrix |
Àüȸ¸ÅÆ®¸¯½º |
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imbrication |
°ãħ, °ã¹è¿ |
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I-related set |
Àüȸ°ü°èÁýÇÕ |
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inclusion relation |
Æ÷ÇÔ°ü°è |
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index number |
À妽ºÄ¡ |
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index vector |
À妽ºÇÔ·® |
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integer |
Á¤¼ö |
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integer notation |
Á¤¼ö±âº¸¹ý |
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integral serialism |
ÃÑÀ½¿ÁÖÀÇ |
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intersection |
±³ÁýÇÕ |
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interval |
À½Á¤ |
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interval class (=unordered
pitch-class interval) |
À½Á¤·ù (=ºñ¼¿ À½°í·ùÀ½Á¤) |
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interval-class content
(= interval-class member) |
À½Á¤·ù³»¿ë (=À½Á¤·ù¿ø¼Ò) |
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interval content |
À½Á¤³»¿ë |
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interval of
transposition |
À̵µÀ½Á¤ (=À̵µÄ¡) |
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interval succession |
À½Á¤¿¬¼Ó |
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interval vector |
À½Á¤ÇÔ·® |
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invariance |
ºÒº¯¿ø¼Ò |
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invariant subset |
ºÒº¯ºÎºÐÁýÇÕ |
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invariant subset under
inversion |
ÀüȸºÒº¯ºÎºÐÁýÇÕ |
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invariant subset under
transposition |
À̵µºÒº¯ºÎºÐÁýÇÕ |
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inversion |
Àüȸ(ï®üÞ) |
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inversional axis |
ÀüȸÃà |
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inversional center |
ÀüȸÁ᫐ |
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inversional
combinatoriality |
ÀüȸÁ¶ÇÕ |
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inversional symmetry |
Àüȸ´ëĪ |
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inversional equivalence |
Àüȸµ¿µî |
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inversionally equivalent
relation |
Àüȸµ¿µî(Àû) °ü°è |
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inversionally
symmetrical |
Àüȸ´ëĪ(Àû) |
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J |
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K |
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K-relation |
K-°ü°è |
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Kh-relation |
Kh-°ü°è |
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L |
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literal complement |
ÁøÁ¤¿©ÁýÇÕ |
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literal inclusion |
ÁøÁ¤Æ÷ÇÔ |
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literal relation |
ÁøÁ¤°ü°è |
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M |
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mapping |
¸ÊÇÎ |
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matrix |
¸ÅÆ®¸¯½º, Çà·Äü |
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maximum similarity
relation |
ÃÖ´ëÀ¯»ç°ü°è |
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maximum invariance |
ÃÖ´ëºÒº¯¿ø¼Ò |
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member |
Ç× (=¿ø¼Ò) |
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membership |
Ç׿ø |
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minimum invariance |
ÃÖ¼ÒºÒº¯¿ø¼Ò |
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minimum similarity
relation |
ÃÖ¼ÒÀ¯»ç°ü°è |
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mod 12 system |
¸ðµâ12À½Ã¼°è |
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modulo 12 (=mod 12) |
¸ðµâ12 |
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motivic correspondence |
µ¿±âÀû ´ëÀÀ¼º |
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motivic recurrence |
µ¿±âÀû ¼øÈ¯ |
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multiple
cross-reference |
´ÙÁß»óÈ£ÂüÁ¶°ü°è |
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multiple derived
series |
´ÙÁßÀ¯µµÀ½¿ |
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multiple motivic
correspondence |
´ÙÁßµ¿±âÀû ´ëÀÀ¼º |
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multiplication |
½Â±â¹ý |
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multiplicity |
Áߺ¹µµ |
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N |
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nexus set |
³Ø¼½ºÁýÇÕ |
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nonachord |
9À½±º |
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non-combinatoriality |
ºñÁ¶ÇÕ |
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non-combinatorial set |
ºñÁ¶ÇÕÁýÇÕ |
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normal form |
Ç¥ÁØÇü |
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normal order |
Ç¥Áؼ¿ |
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null set |
°øÁýÇÕ |
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numerical notation |
¼ýÀڱ⺸¹ý |
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O |
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octachord |
8À½±º |
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octatonic set |
8À½±ºÁýÇÕ |
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octave-related pitch |
¿ÁŸºê°ü°èÀ½°í |
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octave equivalence |
¿ÁŸºêµ¿µî¼º |
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operation |
¿¬»ê |
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operator |
¿¬»êÀÚ |
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order |
¼¿ |
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order number |
¼¿¹øÈ£ |
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order relation |
¼¿°ü°è |
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ordered interval
(=directed interval) |
¼¿À½Á¤ (=Á÷Á¢À½Á¤) |
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ordered inversion |
¼¿Àüȸ |
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ordered pitch interval |
¼¿À½°íÀ½Á¤ |
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ordered pitch-class
interval |
¼¿À½°í·ùÀ½Á¤ |
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ordered set |
¼¿ÁýÇÕ |
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ordered transposition |
¼¿À̵µ |
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ordinal number |
¼¼ö(ßíâ¦) |
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original |
¿øÇü |
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P |
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palindrome |
ȸ¹®(üÞÙþ)Çü |
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partition |
ºÐÇÒ |
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prime-combinatoriality |
¿øÇüÁ¶ÇÕ |
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pc content |
À½°í·ù³»¿ë |
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pc-set correspondence |
À½°í·ùÁýÇÕ´ëÀÀ¼º |
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pc-set identity |
À½°í·ùÁýÇÕµ¿Àϼº |
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pc-set relation |
À½°í·ùÁýÇÕ°ü°è |
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pentatonic |
5À½±º |
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permutation |
¼ø¿ |
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pitch |
À½°í |
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pitch centricity |
À½°íÁ߽ɼº |
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pitch class (pc) |
À½°í·ù |
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pitch-class content |
À½°í·ù³»¿ë |
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pitch-class identity |
À½°í·ùµ¿Àϼº |
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pitch-class interval |
À½°í·ùÀ½Á¤ |
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pitch-class number |
À½°í·ù¹øÈ£ |
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pitch-class set |
À½°í·ùÁýÇÕ |
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pitch interval (=
interval) |
À½°íÀ½Á¤ (=À½Á¤) |
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primary segment |
ÁÖºÐÀý |
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primary segmentation |
ÁÖºÐÀý¹ý |
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prime form |
¿øÇü |
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Q |
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R |
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R-related set |
¿ªÇà°ü°èÁýÇÕ |
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referential set |
ÂüÁ¶ÁýÇÕ |
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reflexive similarity
relation |
Àç±ÍÀû À¯»ç°ü°è |
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reordering |
Àç¹è¿ |
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retrograde |
¿ªÇà(Çü) |
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retrograde-combinatoriality |
¿ªÇàÁ¶ÇÕ |
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retrograde inversion |
¿ªÀüȸ(Çü) |
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retrograde-inversion-combinatoriality |
¿ªÀüȸÁ¶ÇÕ |
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rhythmic set |
¸®µëÁýÇÕ |
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rhythmic series |
¸®µëÀ½¿ |
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RI-related set |
¿ªÀüȸ°ü°èÁýÇÕ |
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ROPI (=
retrograde-related OIP) |
¿ªÇà°ü°è¼¿À½Á¤ÆÐÅÏ(OIP) |
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rotation |
ȸÀü |
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rotational array |
ȸÀü¹è¿ |
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row |
¿, À½¿ |
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S |
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scale degree |
À½µµ |
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second-order
all-combinatorial set |
Á¦2¼¿¿ÏÀüÁ¶ÇÕÁýÇÕ |
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secondary set |
2Â÷ÁýÇÕ |
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segment |
ºÐÀý (=ºÐÀý¹ý) |
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segmentation |
ºÐÀý (=ºÐÀý¹ý) |
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septachord |
7À½±º |
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series |
À½¿ |
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serialism |
À½¿ÁÖÀÇ |
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set |
ÁýÇÕ |
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set class |
ÁýÇÕ·ù |
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set complex |
ÁýÇÕº¹ÇÕü |
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set member |
ÁýÇÕ¿ø¼Ò |
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set name |
ÁýÇÕ¸í |
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set table |
ÁýÇÕ¸ñ·Ï |
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similarity |
À¯»ç¼º |
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similarity relation |
À¯»ç°ü°è |
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SOIP (= symmetrical
OIP) |
´ëΰü°è¼¿À½Á¤ÆÐÅÏ(OIP) |
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source set |
¿øÃµÁýÇÕ |
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staff notation |
¿À¼±±âº¸¹ý |
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subset |
ºÎºÐÁýÇÕ |
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subset structure |
ºÎºÐÁýÇÕ±¸Á¶ |
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superset |
ÃÊ(õ±)ÁýÇÕ |
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symmetrical
all-interval set |
´ëĪÀû Àü(îï)À½Á¤ÁýÇÕ |
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symmetrical set |
´ëĪÀû ÁýÇÕ |
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symmetry |
´ëμº |
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T |
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tetrachord |
4À½±º |
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tetrachordal
combinatoriality |
4À½±ºÁ¶ÇÕ |
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third-order
all-combinatorial set |
Á¦3¼¿¿ÏÀüÁ¶ÇÕÁýÇÕ |
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time-point set |
ŸÀÓÆ÷ÀÎÆ®ÁýÇÕ |
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T-matrix |
À̵µ¸ÅÆ®¸¯½º |
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total organization (=total serialization) |
ÃÑüÁ¦ (=ÃÑÀ½¿È) |
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transposition |
À̵µ |
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transposition number (=interval of
transposition) |
À̵µÄ¡ (=À̵µÀ½Á¤) |
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transposition operator |
À̵µ¿¬»êÀÚ |
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transpositional level |
À̵µ´Ü°è |
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transpositional
symmetry |
À̵µ´ëĪ |
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transpositional
equivalence |
À̵µ»óµî |
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transpositionally
equivalent relation |
À̵µ»óµî(Àû)°ü°è |
|
transpositionally
symmetrical |
À̵µ´ëĪ(Àû) (=À̵µ¿¡ ÀÇÇØ ´ëεÈ) |
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trichord |
3À½±º |
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T-related set |
À̵µ°ü°èÁýÇÕ |
|
trichordal
combinatoriality |
3À½±ºÁ¶ÇÕ |
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twelve-tone music |
12À½À½¾Ç |
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U |
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uneven
combinatoriality |
ºñ±ÕµîÁ¶ÇÕ |
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union |
ÇÕÁýÇÕ |
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unordered
combinatorial hexachord |
ºñ¼¿Á¶ÇÕ6À½±º |
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unordered interval |
ºñ¼¿À½Á¤ |
|
unordered pitch
interval |
ºñ¼¿À½°íÀ½Á¤ |
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unordered pitch-class
interval (= interval class) |
ºñ¼¿À½°í·ùÀ½Á¤ (=À½Á¤·ù) |
|
unordered set |
ºñ¼¿ÁýÇÕ |
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V |
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vector |
º¤ÅÍ, ÇÔ·® |
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W |
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X |
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Y |
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Z |
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Z-relation |
Z-°ü°è |
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Z-correspondent |
Z-´ëÀÀ¼º |
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ZC-relation |
ZC-°ü°è |