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ÁýÇÕÀÌ·Ð/12À½ÀÌ·Ð

(Set Theory / Twelve-Tone Theory)

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leebaejh@hanmail.net

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¿µ¾î¿ë¾î

Çѱ۹ø¿ª¿ë¾î

A

abstract relation

Ãß»ó°ü°è

addition table

µ¡¼ÀÇ¥

aggregate

Áý¼º(ó¢à÷)

all-combinatorial set

¿ÏÀüÁ¶ÇÕÁýÇÕ

all-combinatoriality

¿ÏÀüÁ¶ÇÕ

all-interval

Àü(îï)À½Á¤

all-interval series

Àü(îï)À½Á¤À½¿­

all-interval set

Àü(îï)À½Á¤ÁýÇÕ

all-interval tetrachord

Àü(îï)À½Á¤4À½±º

array

¹è¿­

associative relationship

°áÇÕ°ü°è

atonal music

¹«Á¶À½¾Ç

atonality

¹«Á¶¼º

axis

Ãà

axis of inversion

Àüȸ(ï®üÞ)Ãà

axis of symmetry

´ëĪÃà

 

B

basic interval pattern (bip)

±âº»À½Á¤ÆÐÅÏ

basic row operations

±âº»À½¿­¿¬»ê

 

C

canonical form

±âÁØÇü, Ç¥ÁØÇü

c-centricity

c-Á߽ɼº

cardinal number (=cardinality)

񃬔

centricity

Á߽ɼº

circular permutation

¼øÈ¯¼ø¿­

class

·ù(×¾)

coherence

ÀÀÁý¼º

collection

ÁýÇÕü

combinatorial hexachord

Á¶ÇÕ6À½±º

combinatorial source set

Á¶ÇÕ¿øÃµÁýÇÕ

combinatoriality

Á¶ÇÕ

common-tone theorem

°øÅëÀ½¹ýÄ¢

common tone under inversion

Àüȸ°øÅëÀ½

common tone under transposition

À̵µ°øÅëÀ½

complement (=complementary set)

¿©ÁýÇÕ

complement relation

¿©ÁýÇÕ°ü°è

complement theorem

¿©ÁýÇÕ¹ýÄ¢

complementary set (=complement)

¿©ÁýÇÕ

complete invariance

¿ÏÀüºÒº¯¿ø¼Ò

composite operation

ÇÕ¼º¿¬»ê

composite segment

ÇÕ¼ººÐÀý

composite segmentation

ÇÕ¼ººÐÀý(¹ý)

compound operation

º¹ÇÕ¿¬»ê

comprehensibility

Æ÷°ý¼º

contour

µ¿°í, À±°û

correspondence

´ëÀÀ¼º

 

D

degree of symmetry

´ëεµ¼ö

derivation

À¯µµ(ë¯Óô)

derived series

À¯µµ(ë¯Óô)À½¿­

directed interval (=ordered interval)

Á÷Á¢À½Á¤(=¼­¿­À½Á¤)

duration series

À½°¡¿­

dyad

2À½±º

 

E

enharmonic equivalence

ÀÌ¸íµ¿À½µ¿µî¼º

equivalence

µ¿µî¼º

equivalent

µ¿µîÇÑ

equivalent relation

µ¿µî°ü°è

equivalent sets

µ¿µîÁýÇÕ

 

F

first-order all-combinatorial set

Á¦1¼­¿­¿ÏÀüÁ¶ÇÕÁýÇÕ

fourth-order all-combinatorial set

Á¦4¼­¿­¿ÏÀüÁ¶ÇÕÁýÇÕ

fragmentation

ºÐ¿­

 

G

group composition

±ºÀÛ¹ý

 

H

hexachord

6À½±º

hexachord theorem

6À½±º¹ýÄ¢

hexachordal combinatoriality

6À½±ºÁ¶ÇÕ

hexachordally combinatorial pairs

6À½±ºÁ¶ÇÕ(Àû) ¦µé

 

I

identity

µ¿Àϼº

I-matrix

Àüȸ¸ÅÆ®¸¯½º

imbrication

°ãħ, °ã¹è¿­

I-related set

Àüȸ°ü°èÁýÇÕ

inclusion relation

Æ÷ÇÔ°ü°è

index number

À妽ºÄ¡

index vector

À妽ºÇÔ·®

integer

Á¤¼ö

integer notation

Á¤¼ö±âº¸¹ý

integral serialism

ÃÑÀ½¿­ÁÖÀÇ

intersection

±³ÁýÇÕ

interval

À½Á¤

interval class

(=unordered pitch-class interval)

À½Á¤·ù

(=ºñ¼­¿­ À½°í·ùÀ½Á¤)

interval-class content

(= interval-class member)

À½Á¤·ù³»¿ë

(=À½Á¤·ù¿ø¼Ò)

interval content

À½Á¤³»¿ë

interval of transposition

À̵µÀ½Á¤ (=À̵µÄ¡)

interval succession

À½Á¤¿¬¼Ó

interval vector

À½Á¤ÇÔ·®

invariance

ºÒº¯¿ø¼Ò

invariant subset

ºÒº¯ºÎºÐÁýÇÕ

invariant subset under inversion

ÀüȸºÒº¯ºÎºÐÁýÇÕ

invariant subset under transposition

À̵µºÒº¯ºÎºÐÁýÇÕ

inversion

Àüȸ(ï®üÞ)

inversional axis

ÀüȸÃà

inversional center

ÀüȸÁß½É

inversional combinatoriality

ÀüȸÁ¶ÇÕ

inversional symmetry

Àüȸ´ëĪ

inversional equivalence

Àüȸµ¿µî

inversionally equivalent relation

Àüȸµ¿µî(Àû) °ü°è

inversionally symmetrical

Àüȸ´ëĪ(Àû)

 

J

 

 

 

K

K-relation

K-°ü°è

Kh-relation

Kh-°ü°è

 

L

literal complement

ÁøÁ¤¿©ÁýÇÕ

literal inclusion

ÁøÁ¤Æ÷ÇÔ

literal relation

ÁøÁ¤°ü°è

 

M

mapping

¸ÊÇÎ

matrix

¸ÅÆ®¸¯½º, Çà·Äü

maximum similarity relation

ÃÖ´ëÀ¯»ç°ü°è

maximum invariance

ÃÖ´ëºÒº¯¿ø¼Ò

member

Ç× (=¿ø¼Ò)

membership

Ç׿ø

minimum invariance

ÃÖ¼ÒºÒº¯¿ø¼Ò

minimum similarity relation

ÃÖ¼ÒÀ¯»ç°ü°è

mod 12 system

¸ðµâ12À½Ã¼°è

modulo 12 (=mod 12)

¸ðµâ12

motivic correspondence

µ¿±âÀû ´ëÀÀ¼º

motivic recurrence

µ¿±âÀû ¼øÈ¯

multiple cross-reference

´ÙÁß»óÈ£ÂüÁ¶°ü°è

multiple derived series

´ÙÁßÀ¯µµÀ½¿­

multiple motivic correspondence

´ÙÁßµ¿±âÀû ´ëÀÀ¼º

multiplication

½Â±â¹ý

multiplicity

Áߺ¹µµ

 

N

nexus set

³Ø¼­½ºÁýÇÕ

nonachord

9À½±º

non-combinatoriality

ºñÁ¶ÇÕ

non-combinatorial set

ºñÁ¶ÇÕÁýÇÕ

normal form

Ç¥ÁØÇü

normal order

Ç¥Áؼ­¿­

null set

°øÁýÇÕ

numerical notation

¼ýÀڱ⺸¹ý

 

O

octachord

8À½±º

octatonic set

8À½±ºÁýÇÕ

octave-related pitch

¿ÁŸºê°ü°èÀ½°í

octave equivalence

¿ÁŸºêµ¿µî¼º

operation

¿¬»ê

operator

¿¬»êÀÚ

order

¼­¿­

order number

¼­¿­¹øÈ£

order relation

¼­¿­°ü°è

ordered interval (=directed interval)

¼­¿­À½Á¤ (=Á÷Á¢À½Á¤)

ordered inversion

¼­¿­Àüȸ

ordered pitch interval

¼­¿­À½°íÀ½Á¤

ordered pitch-class interval

¼­¿­À½°í·ùÀ½Á¤

ordered set

¼­¿­ÁýÇÕ

ordered transposition

¼­¿­À̵µ

ordinal number

¼­¼ö(ßíâ¦)

original

¿øÇü

 

P

palindrome

ȸ¹®(üÞÙþ)Çü

partition

ºÐÇÒ

prime-combinatoriality

¿øÇüÁ¶ÇÕ

pc content

À½°í·ù³»¿ë

pc-set correspondence

À½°í·ùÁýÇÕ´ëÀÀ¼º

pc-set identity

À½°í·ùÁýÇÕµ¿Àϼº

pc-set relation

À½°í·ùÁýÇÕ°ü°è

pentatonic

5À½±º

permutation

¼ø¿­

pitch

À½°í

pitch centricity

À½°íÁ߽ɼº

pitch class (pc)

À½°í·ù

pitch-class content

À½°í·ù³»¿ë

pitch-class identity

À½°í·ùµ¿Àϼº

pitch-class interval

À½°í·ùÀ½Á¤

pitch-class number

À½°í·ù¹øÈ£

pitch-class set

À½°í·ùÁýÇÕ

pitch interval (= interval)

À½°íÀ½Á¤ (=À½Á¤)

primary segment

ÁÖºÐÀý

primary segmentation

ÁÖºÐÀý¹ý

prime form

¿øÇü

 

Q

 

 

 

R

R-related set

¿ªÇà°ü°èÁýÇÕ

referential set

ÂüÁ¶ÁýÇÕ

reflexive similarity relation

Àç±ÍÀû À¯»ç°ü°è

reordering

Àç¹è¿­

retrograde

¿ªÇà(Çü)

retrograde-combinatoriality

¿ªÇàÁ¶ÇÕ

retrograde inversion

¿ªÀüȸ(Çü)

retrograde-inversion-combinatoriality

¿ªÀüȸÁ¶ÇÕ

rhythmic set

¸®µëÁýÇÕ

rhythmic series

¸®µëÀ½¿­

RI-related set

¿ªÀüȸ°ü°èÁýÇÕ

ROPI (= retrograde-related OIP)

¿ªÇà°ü°è¼­¿­À½Á¤ÆÐÅÏ(OIP)

rotation

ȸÀü

rotational array

ȸÀü¹è¿­

row

¿­, À½¿­

 

S

scale degree

À½µµ

second-order all-combinatorial set

Á¦2¼­¿­¿ÏÀüÁ¶ÇÕÁýÇÕ

secondary set

2Â÷ÁýÇÕ

segment

ºÐÀý (=ºÐÀý¹ý)

segmentation

ºÐÀý (=ºÐÀý¹ý)

septachord

7À½±º

series

À½¿­

serialism

À½¿­ÁÖÀÇ

set

ÁýÇÕ

set class

ÁýÇÕ·ù

set complex

ÁýÇÕº¹ÇÕü

set member

ÁýÇÕ¿ø¼Ò

set name

ÁýÇÕ¸í

set table

ÁýÇÕ¸ñ·Ï

similarity

À¯»ç¼º

similarity relation

À¯»ç°ü°è

SOIP (= symmetrical OIP)

´ëΰü°è¼­¿­À½Á¤ÆÐÅÏ(OIP)

source set

¿øÃµÁýÇÕ

staff notation

¿À¼±±âº¸¹ý

subset

ºÎºÐÁýÇÕ

subset structure

ºÎºÐÁýÇÕ±¸Á¶

superset

ÃÊ(õ±)ÁýÇÕ

symmetrical all-interval set

´ëĪÀû Àü(îï)À½Á¤ÁýÇÕ

symmetrical set

´ëĪÀû ÁýÇÕ

symmetry

´ëμº

 

T

tetrachord

4À½±º

tetrachordal combinatoriality

4À½±ºÁ¶ÇÕ

third-order all-combinatorial set

Á¦3¼­¿­¿ÏÀüÁ¶ÇÕÁýÇÕ

time-point set

ŸÀÓÆ÷ÀÎÆ®ÁýÇÕ

T-matrix

À̵µ¸ÅÆ®¸¯½º

total organization

(=total serialization)

ÃÑüÁ¦

(=ÃÑÀ½¿­È­)

transposition

À̵µ

transposition number

(=interval of transposition)

À̵µÄ¡

(=À̵µÀ½Á¤)

transposition operator

À̵µ¿¬»êÀÚ

transpositional level

À̵µ´Ü°è

transpositional symmetry

À̵µ´ëĪ

transpositional equivalence

À̵µ»óµî

transpositionally equivalent relation

À̵µ»óµî(Àû)°ü°è

transpositionally symmetrical

À̵µ´ëĪ(Àû) (=À̵µ¿¡ ÀÇÇØ ´ëεÈ)

trichord

3À½±º

T-related set

À̵µ°ü°èÁýÇÕ

trichordal combinatoriality

3À½±ºÁ¶ÇÕ

twelve-tone music

12À½À½¾Ç

 

U

uneven combinatoriality

ºñ±ÕµîÁ¶ÇÕ

union

ÇÕÁýÇÕ

unordered combinatorial hexachord

ºñ¼­¿­Á¶ÇÕ6À½±º

unordered interval

ºñ¼­¿­À½Á¤

unordered pitch interval

ºñ¼­¿­À½°íÀ½Á¤

unordered pitch-class interval

(= interval class)

ºñ¼­¿­À½°í·ùÀ½Á¤

(=À½Á¤·ù)

unordered set

ºñ¼­¿­ÁýÇÕ

 

V

vector

º¤ÅÍ, ÇÔ·®

 

W

 

 

 

X

 

 

 

Y

 

 

 

Z

Z-relation

Z-°ü°è

Z-correspondent

Z-´ëÀÀ¼º

ZC-relation

ZC-°ü°è