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第1部 第1章:UN Comtrade 貿易データにおける整合性の評価と補正

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整合性の評価と補正

著者

野田 容助

権利

Copyrights 日本貿易振興機構(ジェトロ)アジア

経済研究所 / Institute of Developing

Economies, Japan External Trade Organization

(IDE-JETRO) http://www.ide.go.jp

シリーズタイトル

アジア経済研究所統計資料シリーズ

シリーズ番号

93

雑誌名

貿易指数と貿易構造の変化

ページ

19-44

発行年

2009

出版者

日本貿易振興機構アジア経済研究所/Institute of

Developing Economies (IDE-JETRO) 

URL

http://hdl.handle.net/2344/00008905

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╙䋱ㇱ㩷

Part 1

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UN Comtrade ⾏ᤃ࠺࡯࠲ߦ߅ߌࠆᢛวᕈߩ⹏ଔߣ⵬ᱜ

㊁↰ኈഥ

ߪߓ߼ߦ

UN ⛔⸘ዪ㧔International Trade Statistics Section, UN Statistics Division㧕✬㓸ߦࠃࠆ UN Comtrade ⾏ ᤃ࠺࡯࠲ߪ໡ຠಽ㘃ߦߟ޿ߡ㓏ጀ⊛ߦ᭴ᚑߐࠇࠆ ߔߴߡߩᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ࠍ฽ࠎߢ޿ࠆ߇ޔਅ ૏ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩขᒁ㗵ࠍว⸘ߒߡ߽ᔅߕ ߒ߽ኻᔕߔࠆ਄૏ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩขᒁ㗵ߦ ৻⥌ߔࠆߣߪ㒢ࠄߥ޿ߚ߼ޔ⾏ᤃ࠺࡯࠲ߩᢛวᕈ ࠍᬌ⸛ߔࠆ૛࿾߇޽ࠆߎߣ߇⍮ࠄࠇߡ޿ࠆޕ㊁ ↰࡮ᷓየ㧔2005㧕ߪ UN Comtrade ⾏ᤃ࠺࡯࠲ߦ߅ ߌࠆᢛวᕈߩ⹏ଔ߅ࠃ߮⵬ᱜߦߟ޿ߡߩၮᧄ⊛ߥ ⠨߃ߣߒߡޔ໡ຠ✚㗵ߣ⋧ᚻ࿖਎⇇ࠍၮḰߣߒߡ 㓏ጀ⊛ߦ᭴ᚑߐࠇߡ޿ࠆ⾏ᤃ࠺࡯࠲ߩ໡ຠಽ㘃ߩ ․ᓽࠍᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߦၮߠߊขᒁ㗵ߣ޿߁ ┙႐߆ࠄᢛวᕈߩ⹏ଔߩߺߥࠄߕߘߩᢛวᕈߩᰳ ᅤߒߡ޿ࠆ⾏ᤃ࠺࡯࠲ߩ⵬ᱜᣇᴺߦߟ޿ߡ⚫੺ߒ ߡ޿ࠆޕ ᧄ┨ߪ㊁↰࡮ᷓየ㧔2005㧕ߩᡷ⸓ ߢ޽ࠅޔ⾏ ᤃ࠺࡯࠲ߩ໡ຠಽ㘃ߦ߅ߌࠆᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ ߩขᒁ㗵ߩᢛวᕈࠍ᣿␜⊛ߦ␜ߔߣߣ߽ߦޔSITC ߩၮᧄ㗄⋡ޔขᒁ㗵ࠍ⠨ᘦߒߚ⹦⚦ಽ㘃ߢ޽ࠆ

mdccಽ㘃㧔the most detailed classification code: mdcc㧕ޔ

⵬ᱜߐࠇߚmdccಽ㘃ߢ✬㓸ߐࠇߚ⾏ᤃ࠺࡯࠲ߩߘ ࠇߘࠇ૞ᚑߔࠆᣇᴺࠍ␜ߒߡ޿ࠆޕ⋧ᚻ࿖ߣ໡ຠ ಽ㘃ߩᢛวᕈ߇଻⸽ߐࠇߡ޿ࠆ⾏ᤃ࠺࡯࠲ߦߟ޿ ߡߪmdccಽ㘃ࠦ࡯࠼ߩขᒁ㗵ߩว⸘ߪ໡ຠ✚㗵ߦ ৻⥌ߔࠆ߇ޔᔅߕߒ߽㓏ጀ⊛ߥ᭴ㅧߦߪߥߞߡ޿ ߥ޿ߣ޿߁ᕈ⾰ࠍᜬߞߡ޿ࠆޕUN Comtrade⾏ᤃ࠺ ࡯࠲ߩᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼߅ࠃ߮mdccಽ㘃ࠦ࡯࠼ ߦ߽ߣߠߊขᒁ㗵⴫ߩ⹏ଔߦߟ޿ߡߪޔ㊁↰࡮ᷓ የ㧔2005㧕ࠍ฽߼ޔ㊁↰㧔2001㧕ޔ㊁↰㧔2003ߦ ࠃࠅߎࠇ߹ߢߚ߮ߚ߮ᬌ⸛ߒߡ߈ߡ޿ࠆޕߒ߆ߒޔ ߘߎߢߪߘࠇߙࠇߩ໡ຠಽ㘃ࠦ࡯࠼ߦߟ޿ߡߩ૕ ♽ࠍ᭎ᔨ⊛ߦ⺑᣿ߒߡߪ޿ࠆ߇ᱜ⏕ߦቯᑼൻߒߡ ߪ޿ߥ޿ޕᧄ┨ߢߪᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ޔmdccಽ 㘃ࠦ࡯࠼╬ߦߟ޿ߡߩಽ㘃ࠦ࡯࠼૕♽ࠍቯᑼൻߒ ߡౕ૕଀ࠍ᜼ߍߡ␜ߒߡ޿ࠆޕ໡ຠಽ㘃ߦ㑐ߒߡ ߪᢛวᕈ߇଻⸽ߐࠇߡ޿ߥ޿⾏ᤃ࠺࡯࠲ߩ⵬ᱜߦ ߟ޿ߡޔ㊁↰࡮ᷓየ㧔2005㧕ߪ਄૏ߩᩴ࡟ࡌ࡞ಽ 㘃ࠦ࡯࠼ࠍ૶↪ߒߡᢛวᕈࠍ㜞߼ࠆߎߣࠍឭ᩺ߒ ߡ޿ࠆߩߦኻߒߡޔᧄ┨ߢߪหߓᩴ࡟ࡌ࡞ಽ㘃ࠦ ࡯࠼ߦ⵬ᱜ㗄⋡ࠍㅊടߒߡᢛวᕈࠍ଻⸽ߔࠆᣇᴺ ࠍណ↪ߒߡ޿ࠆޕ ᧄ┨ߪUN Comtrade⾏ᤃ࠺࡯࠲ߦ߅ߌࠆ໡ຠಽ 㘃ߩ․ᓽޔ⹦⚦ಽ㘃ߣߒߡߩmdcc ಽ㘃ޔ⋧ᚻ࿖ ߇⵬ᱜߐࠇߡ޿ࠆ⾏ᤃ࠺࡯࠲ߦኻߔࠆ໡ຠಽ㘃ߦ ߅ߌࠆᢛวᕈߩ⹏ଔޔ໡ຠಽ㘃ߩਇᢛวߦ߅ߌࠆ ⵬ᱜޔ߆ࠄ᭴ᚑߐࠇߡ޿ࠆޕ

1㧚⾏ᤃ࠺࡯࠲ߩ໡ຠಽ㘃ࠦ࡯࠼

ᧄ┨ߢኻ⽎ߣߔࠆ⾏ᤃ࠺࡯࠲ߪUN ߩ૞ᚑߦࠃon-lineᬌ⚝ߦࠃࠅᓧࠄࠇࠆUN Comtrade⾏ᤃ࠺ ࡯࠲ߢ޽ࠆޕߎߩ⾏ᤃ࠺࡯࠲ߪ7 ߟߩಽ㘃ࠞ࠹ࠧ ࡝࡯ߣ3 ߟߩ⛔⸘୯߇ሽ࿷ߔࠆޕߔߥࠊߜޔಽ㘃

ࠞ࠹ࠧ࡝࡯ߪႎ๔࿖㧔reporter code: rc㧕ޔᐕ㧔y㧕ޔ ャ಴౉඙ಽ㧔trade flow code ߹ߚߪ direction of

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trade: d㧕ޔ໡ຠಽ㘃૕♽㧔classification ߹ߚߪsystem of commodity classification: sc㧕ޔ໡ຠಽ㘃ࠦ࡯࠼commodity code: c㧕ޔ⋧ᚻ࿖㧔partner code: pc㧕ޔ ᢙ㊂න૏㧔quantity unit: qu㧕߇޽ࠅޔߘߩಽ㘃ࠞ࠹

ࠧ࡝࡯ߏߣߦ⛔⸘୯ߢ޽ࠆขᒁ㗵㧔value: v㧕ޔkg

ࠍන૏ߣߔࠆ㊀㊂⴫␜ߩᢙ㊂㧔netweight quantity based on kg: qw㧕ޔᢙ㊂㧔supplenmentary quantity: q㧕 ߢ޽ࠆޕ

UN Comtrade ⾏ᤃ࠺࡯࠲ߢ૶↪ߐࠇࠆ⾏ᤃ໡ຠ

ಽ㘃૕♽ߪၮᧄ⊛ߦ2 ⒳㘃ሽ࿷ߒޔUN ૞ᚑߩᮡ

Ḱ࿖㓙໡ຠ⾏ᤃಽ㘃㧔Standard International Trade Classification: SITC㧕ߣ㑐⒢දജℂ੐ળ㧔Customs Co-operation Council㧕߇૞ᚑߔࠆ࿖㓙⛔৻໡ຠಽ 㘃޽ࠆ޿ߪ⛔৻ࠪࠬ࠹ࡓ㧔Harmonized Commodity Description and Cording System: HS㧕ߢ޽ࠆޕSITC ߩ໡ຠಽ㘃૕♽ߪSITC-Original㧔SITC-O㧕ࠍೋ߼ ߣߒߡޔSITC ᡷ⸓ 㧔SITC-Revision㧕޽ࠆ޿ߪᡷ ⸓╙1  㧔SITC-R1㧕ޔSITC ᡷ⸓╙2 㧔SITC-R2㧕ޔ SITC ᡷ⸓╙ 3  㧔SITC-R3㧕ߣᦨᣂ ߩ SITC ᡷ

⸓╙4  㧔SITC-R4㧕߇ߘࠇߙࠇᡷ⸓ ߣߒߡሽ ࿷ߒޔ໡ຠ✚㗵ߩ߽ߣߦ1 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼߆5 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼߹ߢߩ㓏ጀ⊛ߦ᭴ᚑߐࠇ ࠆ໡ຠಽ㘃ࠦ࡯࠼ࠍ฽ࠎߢ޿ࠆޕSITC ♽೉ߩ໡ຠ ಽ㘃ࠦ࡯࠼ߪߔߴߡߩ໡ຠࠍ⴫ࠊߔTOTALޔ1 ᩴ ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߢ޽ࠆᄢಽ㘃㧔Section㧕ޔ2 ᩴ࡟ ࡌ࡞ಽ㘃ࠦ࡯࠼ߩਛಽ㘃㧔Division㧕ޔ3 ᩴ࡟ࡌ࡞ ಽ㘃ࠦ࡯࠼ߩዊಽ㘃㧔Group㧕ޔ4 ᩴ࡟ࡌ࡞ಽ㘃ࠦ ࡯࠼ߩ⚦ಽ㘃㧔Sub-group㧕߇޽ࠅޔߐࠄߦ⹦⚦ಽ 㘃ࠦ࡯࠼ߣߒߡߩ4 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߣ 5 ᩴ࡟ ࡌ࡞ಽ㘃ࠦ࡯࠼ࠍ฽߻ၮᧄ㗄⋡㧔ࠕࠗ࠹ࡓ㧦Itemޔ ߹ߚߪBasic Heading㧕߆ࠄ᭴ᚑߐࠇߡ޿ࠆޕ 4 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩਛߢߐࠄߦ⹦⚦ߥౝ⸶ ߇น⢻ߥ߽ߩߦߟ޿ߡߩߺ5 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ ߇ሽ࿷ߔࠆޕߒߚ߇ߞߡޔ5 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ ߪઁߩಽ㘃ࠦ࡯࠼ߣߪ᭴ᚑ߇⇣ߥߞߡ߅ࠅޔ㓏ጀ ᭴ㅧߦߥߞߡ޿ߥ޿ߎߣߦᵈᗧߔࠆᔅⷐ߇޽ࠆޕ ၮᧄ㗄⋡ߦ߅޿ߡ4 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߪਅ૏࡟ ࡌ࡞ߩ5 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼߇ሽ࿷ߒߥ޿߽ߩ߇ ኻ⽎ߦߥߞߡ޿ࠆޕߘࠇߙࠇߩᡷ⸓ ߦࠃࠅห৻ ಽ㘃ࠦ࡯࠼ߢ޽ߞߡ߽ౝኈ߇⇣ߥࠆ߽ߩ߇ሽ࿷ߒ ߡ޿ࠆ߇ޔಽ㘃૕♽ޔ㓏ጀ߅ࠃ߮ᩴ࡟ࡌ࡞ߩ᭴ᚑ ߪห৻ᒻᑼߢ޽ࠆޕ HS ߦ߅ߌࠆ໡ຠಽ㘃૕♽ߪ HS1988 ᐕᐲ ߩ Original㧔HS-O㧕ࠍೋ߼ߣߒߡޔHS1996 ᐕᐲ ޽ ࠆ޿ߪᡷ⸓╙1  㧔HS-R1㧕ޔHS2002 ᐕᐲ ޽ࠆ ޿ߪᡷ⸓╙2  㧔HS-R2㧕ߣᦨᣂ ߩ HS2007 ᐕ ᐲ ޽ࠆ޿ߪᡷ⸓╙3  㧔HS-R3㧕ߣߥࠆฦᡷ⸓  ߇ሽ࿷ߔࠆޕHS ♽೉ߩ໡ຠಽ㘃ࠦ࡯࠼ߪ 2 ᩴ ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߢ޽ࠆ㘃㧔Chapter㧕ޔ4 ᩴ࡟ࡌ࡞ ಽ㘃ࠦ࡯࠼ߩ㗄㧔Heading㧕ޔ6 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯ ࠼ߩภ㧔Sub-heading㧕ߩઁޔChapter ࠍಽഀߒߡᓧ ࠄࠇࠆᦨ਄૏࡟ࡌ࡞ߩㇱ㧔Section㧕߇ሽ࿷ߔࠆޕ 1.1 UN Comtrade ⾏ᤃ࠺࡯࠲ߩขᒁ㗵⴫ UN Comtrade ⾏ᤃ࠺࡯࠲ߦߪ໡ຠಽ㘃ߦ㑐ߒߡ 㓏ጀ᭴ㅧࠍ᭴ᚑߔࠆߘࠇߙࠇߩᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯ ࠼ߩขᒁ㗵ߩ࠺࡯࠲߇ሽ࿷ߔࠆޕk ᩴ࡟ࡌ࡞ಽ㘃 ࠦ࡯࠼߆ࠄ᭴ᚑߐࠇࠆ໡ຠಽ㘃ߩ㓸߹ࠅࠍޔ )} ( , ), ( { ) (k c1 k c ( ) k C  mk ߢ⴫ࠊߒޔ⋧ᚻ࿖ࠍ } , , , {World p1 pn P  ߣߔࠆޕߎߎߢޔ⋧ᚻ࿖਎ ⇇ࠍWorld ߢ⴫ࠊߒޔ⋧ᚻ࿖ߩ୘ᢙࠍ nޔk ᩴ࡟ࡌ ࡞ಽ㘃ಽ㘃ࠦ࡯࠼ߩ୘ᢙࠍm(k)ߣߒߡ޿ࠆޕ߹ߚޔ 0 ) 0 ( m ߣߔࠆޕ໡ຠಽ㘃߇ SITC ߩߣ߈ߪޔ 5 , , 1  k ߢ޽ࠅޔHS ߩߣ߈ߪk 2,4,6ߢ޽ࠆޕ ⾏ᤃ࠺࡯࠲ߣߒߡᓧࠄࠇࠆขᒁ㗵ߪႎ๔࿖ޔᐕޔ ャ಴౉඙ಽߏߣߦޔk ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߢ⴫ߐ ࠇߚ໡ຠಽ㘃ࠦ࡯࠼ci(k) ߣ⋧ᚻ࿖ pj ࠍޔ ) ( ) (k C k ci  ߣpjPߦኻߒߡޔ (1-1) vrc,d,y(ci(k),pj) ߣ⴫ࠊߔߎߣ߇ߢ߈ࠆޕႎ๔࿖ޔᐕޔャ಴౉඙ಽޔ k ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ࠍ࿕ቯߒߡᷙੂ߇ή޿ߣ߈ ߦߪ◲නߦޔv(ci(k),j)޽ࠆ޿ߪv( jc, )ߣ⴫ߔߎ ߣߦߔࠆޕ໡ຠಽ㘃ߦߟ޿ߡ໡ຠ✚㗵ߩTotal ࠍ T ߢ⴫ࠊߒޔ⋧ᚻ࿖ߩ਎⇇ࠍWorld ࠍ W ߢ⴫ࠊߔߎ ߣߦߔࠇ߫ޔv( WT, )ߪ໡ຠ✚㗵ߢ޽ࠅหᤨߦ⋧

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ᚻ࿖਎⇇ߩขᒁ㗵ߢ޽ࠆޕ UN Comtrade ⾏ᤃ࠺࡯࠲ߦ߅޿ߡ໡ຠಽ㘃ߪ໡ ຠ✚㗵ߣߔߴߡߩᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ࠍ฽ࠎߢ޿ ߡ㓏ጀ᭴ㅧࠍᒻᚑߒߡ޿ࠆߩߦኻߒߡޔ⋧ᚻ࿖ߦ ߟ޿ߡߪ਎⇇ว⸘ߣ୘೎⋧ᚻ࿖ߩߺ߆ࠄ᭴ᚑߐࠇޔ ࿾ၞว⸘߿⚻ᷣࡉࡠ࠶ࠢ⸘ߩࠃ߁ߥ਄૏࡟ࡌ࡞ߩ ಽ㘃ߪሽ࿷ߖߕ㓏ጀ᭴ㅧߪ฽߹ࠇߡ޿ߥ޿ߎߣߦ ᵈᗧߔࠆᔅⷐ߇޽ࠆޕ UN Comtrade ⾏ᤃ࠺࡯࠲ࠍᗐቯߒߚߔߴߡߩᩴ ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߣ3 ࠞ࿖ࠍ⋧ᚻ࿖ߣߔࠆขᒁ㗵 ⴫߇⴫ 1 ߦ␜ߐࠇߡ޿ࠆޕߎߩ⴫ߪ໡ຠಽ㘃ߩ SITC-R1ࠍ◲⚛ൻߒߡ0߆ࠄ0240߹ߢߒ߆ሽ࿷ߒ ߥ޿ߣ઒ቯߒޔ৻ㇱࠍୃᱜߒߡ૞ᚑߐࠇߚขᒁ㗵 ⴫ߢ޽ࠆޕߘߩߚ߼ޔಽ㘃ࠦ࡯࠼ߪᔅߕߒ߽ SITC-R1 ߣߪ৻⥌ߒߡ޿ߥ޿ޕ໡ຠಽ㘃ߪᢛวᕈ ߇଻⸽ߐࠇߡ޿ߥ޿⁁ᘒࠍ઒ቯߒߡ߅ࠅޔਅ૏࡟ ࡌ࡞ಽ㘃ࠦ࡯࠼ߩขᒁ㗵ࠍว⸘ߒߡ߽਄૏࡟ࡌ࡞ ಽ㘃ࠦ࡯࠼ߦ৻⥌ߒߡ޿ߥ޿߽ߩ߇ሽ࿷ߔࠆߎߣ ߦ߽ᵈᗧߔࠆߎߣޕߎߩ⴫ߢߪ․ߦ4 ᩴ࡟ࡌ࡞ಽ 㘃ࠦ࡯࠼ߩ0121ߣ0129ߦߪขᒁ㗵߇ሽ࿷ߖߕߦޔ 3 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩ 012 ߦߩߺขᒁ㗵߇ሽ࿷ ߔࠆߣ઒ቯߐࠇߡ޿ࠆޕ⴫1 ߦ߅޿ߡಽ㘃ࠦ࡯࠼ ߦᓇࠍઃߌߡ␜ߐࠇߡ޿ࠆ m ߇ઃ޿ߡಽ㘃ࠦ࡯ ࠼ߪ╙4 ▵ߢ⺑᣿ߔࠆࠃ߁ߦޔ໡ຠಽ㘃ߩᢛวᕈ ࠍ଻⸽ߔࠆߚ߼ߩ⵬ᱜ㗄⋡ߢ޽ࠆޕ◲නൻߔࠆߚ ߼ߦ⋧ᚻ࿖ߦߟ޿ߡߪ3 ࠞ࿖ߣߒߡขᒁ㗵ߪߔߴ ߡห৻ߣߒߡޔߒ߆߽⋧ᚻ࿖ߦߪ⺋Ꮕߪሽ࿷ߒߥ ޿ߣ઒ቯߒߡ޿ࠆޕห⴫ߦ߅ߌࠆError of P ߪ╙ 3 ▵ߦߡ⺑᣿ߔࠆޕ ታ㓙ߦᓧࠄࠇࠆ⾏ᤃ࠺࡯࠲ߪᓇߩㇱಽࠍขࠅ㒰 ޿ߚᢛวᕈߩᰳᅤߒߚ⾏ᤃ࠺࡯࠲ߢ޽ࠆޕขᒁ㗵 ߩන૏ࠍ US$ߣߔࠇ߫ޔ໡ຠ✚㗵v( WT, ) ߪ 48US$ߢ޽ࠆޕ৻⥸⊛ߦߪᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߦ ߅ߌࠆขᒁ㗵ߩว⸘ߪ໡ຠ✚㗵ߦߪᔅߕߒ߽৻⥌ ߔࠆߣߪ㒢ࠄߥ޿ޕ⴫1 ߦ߅޿ߡታ㓙ߦᓧࠄࠇߚ ߎߣࠍᗐቯߒߚ⾏ᤃ࠺࡯࠲ߩk ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯ ࠼ߩขᒁ㗵ว⸘ࠍ Total㧔k,N㧕ߢ⴫ࠊߒߡ޿ࠆޕ ⵬ᱜߐࠇߡ޿ߥ޿⾏ᤃ࠺࡯࠲ߪN ߢޔmdcc ಽ㘃 ࠦ࡯࠼ߪmdcc ߣ⴫ࠊߐࠇࠆޕห⴫ߢߪ 2 ᩴ࡟ࡌ ࡞ಽ㘃ࠦ࡯࠼એ਄ߢߪ৻⥌ߒߡ޿ߥ޿ߎߣࠍ␜ߒ ߡ޿ࠆޕ⵬ᱜߐࠇߚ⾏ᤃ࠺࡯࠲ࠍC ߢ⴫ࠊߒޔߘ ߩ k ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩขᒁ㗵ว⸘ߪ Totalk,C㧕ߢ⴫ࠊߐࠇߡ޿ࠆ 1.2 㓏ጀ⊛ߥᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ UN Comtrade ⾏ᤃ࠺࡯࠲߽฽߼ߚ৻⥸⊛ߥ⾏ᤃ ࠺࡯࠲ߦߪ໡ຠಽ㘃ߦ㑐ߒߡ㓏ጀ᭴ㅧࠍ᭴ᚑߔࠆ ߘࠇߙࠇߩᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼߇ሽ࿷ߔࠆޕ໡ຠ ಽ㘃ࠦ࡯࠼ߩߔߴߡߩ㓸߹ࠅࠍ:ߢ⴫ߔߎߣߦ ߔࠆޕ໡ຠಽ㘃߇SITC ߩฦᡷ⸓ ߩߣ߈ߪޔ:ߩ ⷐ⚛ߪߔߴߡߩ໡ຠࠍ⴫ߔ TOTAL ߣ㓏ጀ᭴ㅧࠍ ᜬߟ1 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼߆ࠄ 5 ᩴ࡟ࡌ࡞ಽ㘃ࠦ ࡯࠼߹ߢߩᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩ㓸߹ࠅ߆ࠄ᭴ᚑ ߐࠇޔ: {Total,C(k)k 15}ߣߥࠆޕTotal ߪޔ 4 1 k ߦኻߒߡޔTotal c1(k)‰‰cm(k)(k) ߢ޽ࠆޕߥ߅ޔ5 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߪઁߩಽ㘃 ࠦ࡯࠼ߣߪ᭴ᚑ߇⇣ߥߞߡ߅ࠅ㓏ጀ᭴ㅧߦߥߞߡ ޿ߥ޿ޕ໡ຠಽ㘃ࠦ࡯࠼c ߇:ߩⷐ⚛ߢ޽ࠆߎߣ ࠍ␜ߔ⼂೎㑐ᢙࠍ[ ߣߒߡޔc:ߦኻߒߡߪ 1 ) ( c [ ޔc:ߦኻߒߡߪ[( c) 0ߣߔࠆޕߐࠄ ߦޔ0 ߆ࠄ 9 ߹ߢߩ 1 ᩴߩᢙሼߩ㓸߹ࠅࠍޔ } 9 , ,1 , 0 {  S A ߣߔࠆޕSITC ฦᡷ⸓ ߩ k ᩴ࡟ࡌ ࡞ಽ㘃ࠦ࡯࠼ߩ㓸߹ࠅߪޔk 1 , ,5ߦኻߒߡޔ (1-2) } 1 ) ( ), ) 1 ( ( | { ) (   u Z [ Z Z C k AS k C ߣ⴫ߔߎߣ߇ߢ߈ࠆޕߎߎߢޔC(0) Iߣߒߡ߅ ࠅޔ⸥ภߩC(k1)uASߪC( k 1)ߣA ߩ⋥Ⓧ㓸S วࠍ⴫ࠊߒߡ޿ࠆޕC( k 1)ߦኻߔࠆਅ૏࡟ࡌ࡞ ಽ㘃ࠦ࡯࠼ߩ୥⵬ߣߒߡߩC(k1)uASߩⷐ⚛ߪ ᔅߕߒ߽ߔߴߡ߇: ߩዻߒߡ޿ࠆߣߪ㒢ࠄߥ޿ޕ ߘߩߚ߼ޔ㧔1-2㧕ᑼߢߪ[ ࠍ೑↪ߒߡ: ߦዻߔࠆ ߽ߩߛߌࠍ㒢ቯߒߡ޿ࠆޕ ໡ຠಽ㘃߇HS ߩ Original ߅ࠃ߮ฦᡷ⸓ ߩߣ ߈ߪk ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩC(k)ࠍޔk 2,4,6ߣ ᄌᦝߔࠆߎߣߢSITC ฦᡷ⸓ ߣหߓࠃ߁ߦ⴫⸥

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1 ໡ຠಽ㘃 SITC ♽೉ߦ߅ߌࠆᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߣ⋧ᚻ࿖ߩ⾏ᤃࡑ࠻࡝ࠢࠬߩขᒁ㗵ߩ଀ P 1 2 3 4 5 1 p p2 p3 Error of P World ၮᧄ㗄⋡ N mdccಽ㘃 N C 6QVCN                                              ٤ ٤ ٤     ٤٤ ٤٤ ٤٤ O      ࡮ ࡮٨                                                         ٤ ٤ ٤ ٤  ٤ ٤   ٤٤ ٤٤ ٤٤ ٤٤  ٤٤ ٤٤ O      ࡮ ࡮٨                   ࡮ ٤ ٤ ٤࡮ ࡮࡮ ࡮࡮ O O           ࡮ ࡮ ࡮٨ ࡮٨                                             ٤  ٤  ٤   ٤٤  ࡮࡮  ٤٤ O      ࡮ ࡮٨ Total㧔1,N㧕 Total㧔2,N㧕 Total㧔3,N㧕 Total㧔4,N㧕 Total㧔mdcc,N㧕 Total㧔1,C㧕 Total㧔2,C㧕 Total㧔3,C㧕 Total㧔4,C㧕 Total㧔mdcc,C㧕                                                     㧔಴ᚲ㧕⪺⠪૞ᚑޕ 㧔ᵈ㧕ᧄ⴫ߢߪ໡ຠಽ㘃ߩSITC-R1 ࠍၮ␆ߣߒߡಽ㘃ࠦ࡯࠼ߪ TOTAL ࠍ฽߼ޔ0 ߆ࠄ 0240 ߹ߢߒ߆ሽ࿷ߒߥ޿ߣ઒ቯ ߒߡ૞ᚑߐࠇߡ޿ࠆޕᓇߩㇱಽߪ⵬ᱜ㗄⋡ߢ޽ࠆޕ⋧ᚻ࿖ߦߟ޿ߡߪp1߆ࠄp3ߩ3 ࠞ࿖ߢߘࠇࠄߩขᒁ㗵ߪߔߴߡ ห৻ߣߒߡޔߒ߆߽⋧ᚻ࿖ߦࠃࠆ⺋Ꮕߪሽ࿷ߒߥ޿ߣ઒ቯߒߡ޿ࠆޕTotal㧔k,N㧕ߪ⵬ᱜߐࠇߡ޿ߥ޿⾏ᤃ࠺࡯࠲ߦኻ ߔࠆk ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩขᒁ㗵ߩ✚㗵ޔTotal㧔k,C㧕ߪ⵬ᱜᷣߺ⾏ᤃ࠺࡯࠲ߩߘࠇࠍ⴫ࠊߔޕmdcc ಽ㘃ߩ N ߣ C ߪ⵬ᱜߥߒ߅ࠃ߮⵬ᱜᷣߺߩ⾏ᤃ࠺࡯࠲ࠍᵃ๺ߒߡ޿ࠆޕၮᧄ㗄⋡ߣmdcc ಽ㘃ߩ٤ߪኻ⽎ߣߥࠆߎߣࠍᗧ๧ߔࠆޕ

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ߢ߈ࠆޕߒߚ߇ߞߡޔ໡ຠಽ㘃ࠦ࡯࠼ߩߔߴߡߩ 㓸߹ࠅߪޔ: {Total,C(k) k 2,4,6}ߢ޽ࠆޕߐ ࠄߦޔ00 ߆ࠄ 99 ߹ߢߩ 2 ᩴߩᢙሼߩ㓸߹ࠅࠍ } 99 , 98 , , 02 , 01 , 00 { " H A ߣ߅ߌ߫ޔHS ߩ k ᩴ࡟ ࡌ࡞ಽ㘃ࠦ࡯࠼ߩ㓸߹ࠅߪޔk 2,4,6ߦኻߒߡޔ (1-3) } 1 ) ( ), ) 2 ( ( | { ) (   u Z [ Z Z C k AH k C ߣߥࠆޕ ౕ૕଀ߣߒߡޔ⴫1 ߩ໡ຠಽ㘃ߪ SITC ߦḰ᜚ ߒߡ޿ࠆߩߢ㧔1-2㧕ᑼࠍㆡ↪ߒߡᩴ࡟ࡌಽ㘃ࠦ࡯ ࠼ߩ૞ᚑࠍ⹜ߺࠆޕห⴫߆ࠄ໡ຠಽ㘃ߪ⵬ᱜ㗄⋡ એᄖࠍขࠅ಴ߒߡ Total ߽฽߼ߚߔߴߡߩ໡ຠಽ 㘃ࠦ࡯࠼ࠍ਄߆ࠄ㗅⇟ߦ⴫⸥ߔࠇ߫ޔ } 0240 , , 0011 , 001 , 00 , 0 , {Total " : ߣߥࠆޕ1 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩ㓸߹ࠅߪ㧔1-2㧕 ᑼߦ߅޿ߡޔk 1ޔߣ߅޿ߡᓧࠄࠇࠆޕC(0) I ߥߩߢޔC(1)ߪ㨧0 ̖ 9㨩ߩⷐ⚛ߩਛ߆ࠄᓧࠄࠇ ࠆ:ߦዻߔࠆ߽ߩ㓸߹ࠅߢ޽ࠅޔ } 0 { } 1 ) ( , | { } 1 ) ( ), ) 0 ( ( | { ) 1 (  u  Z [ Z Z Z [ Z Z S S A A C C ߣߥࠆޕC(1)ߪ1 ୘ߩⷐ⚛߆ࠄ᭴ᚑߐࠇࠆޕ㨧0㨩 એᄖߩⷐ⚛ߪޔZ{ "1 9}ߢ޽ࠅޔZ:ߥߩߢ 0 ) ( Z [ ߣߥࠅޔZC(1)ߣߥࠆ߆ࠄߢ޽ࠆޕᰴ ߦޔ2 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩ㓸߹ࠅߪk 2ߣ߅ߌ ߫ޔ u ) ) 1 ( (C AS (0uAS) {00,01,02,",09} ߥߩߢC(2)ߪޔ } 02 , 01 , 00 { } 1 ) ( ), 0 ( | { ) 2 ( Z Z uAS [ Z C ߣߥࠆޕC(2)ߪ3 ୘ߩⷐ⚛ࠍ฽ࠎߢ޿ࠆߎߣ߇ࠊ ߆ࠆޕ3 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߪޔ u ) ) 2 ( (C AS {(00uAS)‰(01uAS) ‰(02uAS)} ߢ޽ࠅޔߎߩਛߩⷐ⚛ߦ߅޿ߡ:ߦዻߔࠆ߽ߩ㓸 ߹ࠅߥߩߢޔ ) 3 ( C {001,011,012,022,023,024} ߣߥࠅޔ6 ୘ߩⷐ⚛ࠍ฽ࠎߢ޿ࠆޕหߓࠃ߁ߦߒ ߡޔ4 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩ㓸߹ࠅࠍ᳞߼ࠆߎߣ ߇ ߢ ߈ ޔ C(4) {0011,",0116,0118,0121, } 0240 , " ߣߥࠆޕ5 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߪ } 01189 , 01181 { ) 5 ( C ߣߥࠆޕ೨⠪ߪ13 ୘ޔᓟ⠪ ߪ2 ୘ߩⷐ⚛ࠍߘࠇߙࠇ฽ࠎߢ޿ࠆޕ 1.3 SITC ߩၮᧄ㗄⋡ SITC ߦ߅޿ߡ⹦⚦ಽ㘃ߪၮᧄ㗄⋡ߢ޽ࠅޔၮᧄ 㗄⋡ߪ5 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼߇ሽ࿷ߒߥ޿ 4 ᩴ࡟ ࡌ࡞ಽ㘃ࠦ࡯࠼ߣ5 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩ㓸߹ࠅ ߆ࠄ᭴ᚑߐࠇߡ޿ࠆޕၮᧄಽ㘃ߪSITC ߩಽ㘃૕ ♽਄ߩ᭎ᔨߢ޽ࠅޔಽ㘃ࠦ࡯࠼ߦኻᔕߔࠆขᒁ㗵 ࠍ⠨ᘦߒߡ޿ߥ޿ߎߣޔ߹ߚޔᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯ ࠼ߦኻߔࠆ㓏ጀ⊛ߥ᭴ㅧߢߪߥ޿ߎߣߦᵈᗧߔࠆ ᔅⷐ߇޽ࠆޕ k ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩC(k)ߦ߅޿ߡޔ k m  ߣߥࠆ⥄ὼᢙߩm ߦኻߒߡޔZ ߩ m ᩴ࡟ࡌ ࡞ ಽ 㘃 ࠦ ࡯ ࠼ ࠍ ข ࠅ ಴ ߔ ߚ ߼ ߩ 㑐 ᢙ ࠍ ) ( ) ( C m m Z  K ߣߔࠆޕ଀߃߫ޔ3 ᩴ࡟ࡌ࡞ಽ㘃ࠦ ࡯࠼ߩ㨧001㨩ߦኻߒߡߪޔK2(001) {00}ߣߥࠆޕ ߹ߚޔKm(I) Iߢ޽ࠆޕ 5 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼߇ሽ࿷ߒߥ޿ 4 ᩴ࡟ࡌ࡞ ಽ㘃ࠦ࡯࠼ߪC(4)\K4(C(5))ߣߒߡᓧࠄࠇޔ5 ᩴ ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߪC(5)ߥߩߢޔਔ⠪ߩ๺㓸วߢ ⴫ߐࠇࠆၮᧄ㗄⋡ߪޔ (1-4) {C(4)\K4(C(5))}‰C(5) ߣߥࠆޕߎߎߢޔ⸥ภߩC(4)\CߪC(4)߆ࠄC ࠍ ขࠅ㒰ߊߎߣࠍᗧ๧ߒߡ޿ࠆޕ ⴫1 ߩ໡ຠಽ㘃ߪSITC-R1 ߦḰ᜚ߒߡ޿ࠆߩߢ ၮᧄ㗄⋡߇ሽ࿷ߔࠆߚ߼ޔ㧔1-4㧕ᑼࠍㆡ↪ߒߡၮ ᧄ㗄⋡ߩ૞ᚑࠍ⹜ߺࠆޕ໡ຠಽ㘃ߪ⵬ᱜ㗄⋡એᄖ ࠍኻ⽎ߣߔࠆޕK4(C(5)) {0118}ߥߩߢޔၮᧄ㗄 ⋡ߩC(4)\K4(C(5))ߪC(4)ߩਛ߆ࠄ㨧0118㨩ߩⷐ ⚛ࠍขࠅ㒰޿ߚ߽ߩߦߥࠆޕߒߚ߇ߞߡޔၮᧄ㗄 ⋡ߪC(4)ߦ߅ߌࠆⷐ⚛ߩ㨧0118㨩ࠍC(5)ߩⷐ⚛ ߩ㨧01181,01189㨩ߢ⟎߈឵߃ߚ߽ߩߢ޽ࠆޕၮᧄ 㗄⋡ߩߔߴߡߩ↪⚕ߪ⴫1 ߦ߅ߌࠆၮᧄ㗄⋡ߩᰣ ߦ٤ߢ␜ߐࠇޔ12 ୘ߩ 4 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߣ 2

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୘ߩ5ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩว⸘14୘ߩⷐ⚛߆ࠄ ᭴ᚑߐࠇߡ޿ࠆޕ

2㧚⹦⚦ಽ㘃ߣߒߡߩ mdcc ಽ㘃ࠦ࡯࠼

㓏ጀ⊛ߦ᭴ᚑߐࠇߚ໡ຠಽ㘃ߩᩴ࡟ࡌ࡞ಽ㘃ࠦ ࡯࠼ߣߪ೎ߦޔႎ๔࿖ޔャ಴౉඙ಽޔᐕᲤߩ⾏ᤃ ࠺࡯࠲ߦ߅޿ߡขᒁ㗵߇0 ߢߥߊޔߒ߆߽ਅ૏ᩴ ࡟ࡌ࡞ߩ㓏ጀߦዻߒߡ޿ࠆಽ㘃ࠦ࡯࠼ࠍᜬߚߥ޿ ޟ⹦⚦ಽ㘃ޠࠦ࡯࠼ࠍࠕࠫࠕ⚻ᷣ⎇ⓥᚲߢߪmdcc ಽ㘃ࠦ࡯࠼ߣ๭ࠎߢ޿ࠆޕ໡ຠಽ㘃ߩ⹦⚦ಽ㘃ߣ ߥࠆSITC ฦᡷ⸓ ߩၮᧄ㗄⋡߇ขᒁ㗵ࠍ⠨ᘦߒ ߡ޿ߥ޿ߩߦኻߒߡޔmdcc ಽ㘃ࠦ࡯࠼ߩ․ᓽߪ⹦ ⚦ಽ㘃ࠦ࡯࠼ࠍㆬᛯߔࠆߣ߈ߦขᒁ㗵ࠍ⠨ᘦߒߡ ޿ࠆߎߣߢ޽ࠆޕߒ߆߽ޔᓟㅀߔࠆࠃ߁ߦ਎⇇ว ⸘ࠍ฽߻୘೎⋧ᚻ࿖ࠍ࿕ቯߔࠇ߫ᢛวᕈ߇଻⸽ߐ ࠇߡ޿ࠆߣ߈ޔmdcc ಽ㘃ࠦ࡯࠼ߦኻᔕߔࠆขᒁ㗵 ࠍว⸘ߔࠆߣ໡ຠ✚㗵ߦ৻⥌ߔࠆߎߣߢ޽ࠆޕၮ ᧄ㗄⋡ߢߪᔅߕߒߡߘߩਔ⠪߇৻⥌ߔࠆߣߪ㒢ࠄ ߥ޿ޕ UN Comtrade ⾏ᤃ࠺࡯࠲ߦ߅޿ߡSITC-R3 ߢߪ 3ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩ334,673,676ߪਅ૏ᩴ࡟ࡌ ࡞ಽ㘃ࠦ࡯࠼ߥߒߦޔ޽ࠆ޿ߪਅ૏ᩴ࡟ࡌ࡞ಽ㘃 ࠦ࡯࠼ߣ౒ሽߒߡ૶↪ߐࠇߡ޿ࠆߎߣ߇޽ࠆޕၮ ᧄ㗄⋡ࠍኻ⽎ߣߒߡ޿ࠆߣߎࠇࠄߩ3 ᩴ࡟ࡌ࡞ಽ 㘃ࠦ࡯࠼ߩෳᾖߪਇน⢻ߢ޽ࠆޕ߹ߚޔ㊁↰㧔2002㧕 ߦ߅޿ߡޔหߓ⹦⚦ಽ㘃ࠦ࡯࠼ߣߪ⸒ߞߡ߽໡ຠ ಽ㘃߇૕♽⊛ߦቯ⟵ߐࠇߡ޿ࠆၮᧄ㗄⋡ߣታ㓙਄ ߩಽ㘃ߢ޽ࠆmdcc ಽ㘃ࠦ࡯࠼ߪᔅߕߒ߽ห৻ߢ ޽ࠆߣߪ㒢ࠄߥ޿ߩߢ⾏ᤃ࠺࡯࠲ࠍ೑↪ߩ㓙ߦߪ ߘߩਔ⠪ࠍᷙหߒߥ޿ࠃ߁ߦߣߩᵈᗧ߇ㅀߴࠄࠇ ߡ޿ࠆޕ 2.1 mdcc ಽ㘃ࠦ࡯࠼ ໡ຠಽ㘃ࠍSITC ฦᡷ⸓ ߣߒߚߣ߈ޔk ᩴ࡟ࡌ ࡞߇cߢ޽ࠆk1ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩ㓸߹ࠅࠍޔ 5 , , 1 " k ߦኻߒߡޔ (2-1) } ) ( ), 1 ( ), ( | { ) ( c k C k C c c D k S    Z K Z Z ߣߔࠆޕߎߎߢޔDS(cC(k1)ߢ޽ࠅޔᒰὼ ߩߎߣߢ޽ࠆ߇ޔc C(k)ߦኻߒߡKk(DS(c)) c ߢ޽ࠆޕ߹ߚޔ㧔2-1㧕ᑼࠍ೑↪ߔࠇ߫ߔߴߡߩk1 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩ㓸߹ࠅࠍ⴫ࠊߔߎߣ߇ߢ߈ޔ 4 , , 0 " k ߦኻߒߡޔ (2-2) C(k1) {Z|cC(k),ZDS(c)} ߣߥࠆ 1 ޕߎߎߢޔc C(k)ߣ⴫ࠊߐࠇߡ޿ࠆ cߪC(k)ߦ฽߹ࠇߡ޿ࠆߔߴߡߩⷐ⚛ߢ޽ࠆߎߣ ࠍᗧ๧ߒߡ޿ࠆޕߔߴߡߩc C(k) ߦኻߔࠆ ) (c DS ߩ㓸߹ࠅ߇ߔߴߡߩ໡ຠಽ㘃ࠦ࡯࠼ߩ㓸 ߹ࠅߩ:ߥߩߢޔ (2-3) } 4 0 ), ( ), ( | { ) 5 ( ) 1 ( } { \ " "    ‰ ‰ : k k C c c D C C Total S Z Z ߣߥࠆޕ k ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߢ⴫ߐࠇߚ໡ຠಽ㘃ࠦ࡯ ࠼ߩc C(k)ߣ⋧ᚻ࿖ߩpjPߦኻߔࠆขᒁ㗵 ߪ㧔1-1㧕ᑼࠃࠅ◲නߦv( jc, )ߣ⴫ࠊߔߎߣ߇ߢ߈ ࠆޕ⋧ᚻ࿖ߦߟ޿ߡߪޔj P\ World{ }ߦኻߒߡޔ ) , ( ) , (cW vc j v t ߥߩߢޔขᒁ㗵ࠍ⋧ᚻ࿖਎⇇ߩ ) , ( Wc v ߣߒߡ߽৻⥸ᕈࠍᄬࠊߥ޿ޕmdcc ಽ㘃ࠦ ࡯࠼ߪขᒁ㗵ࠍ⠨ᘦߒߚߣ߈ߩ⹦⚦ಽ㘃ࠦ࡯࠼ߩ 㓸߹ࠅߥߩߢޔ (2-4) } 0 ) , ( ), ( , 0 ) , ( , 5 1 ), ( | {   z  W v c D W c v k k C c c M S S Z Z " ߣߥࠆޕ߽ߜࠈࠎޔv(I,W) 0ߣߒߡ޿ࠆޕߎߎ ߢ㊀ⷐߥߎߣߪ㧔2-4㧕ᑼ߆ࠄࠊ߆ࠆࠃ߁ߦ mdcc ಽ㘃ࠦ࡯࠼ߪᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩk ߣߪή㑐ଥ ߦ૞ᚑߐࠇߡ޿ࠆߎߣߢ޽ࠆޕߘߩߚ߼ޔmdcc ಽ㘃ࠦ࡯࠼ߪᔅߕߒ߽ቢోߥᒻߢߩ㓏ጀ᭴ㅧ߆ࠄ ᭴ᚑߐࠇࠆᩴ࡟ࡌ࡞ߩಽ㘃ࠦ࡯࠼ߢߪߥ޿ߎߣߦ ᵈᗧߔࠆᔅⷐ߇޽ࠆޕ ໡ຠಽ㘃ࠍHS ߩ Original ߅ࠃ߮ฦᡷ⸓ ߣߒ ߚߣ߈ޔ㧔2-1㧕ᑼߦኻᔕߐߖߡޔk ᩴ࡟ࡌ࡞߇ c ߢ޽ࠆk2ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩ㓸߹ࠅࠍޔ

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6 , 4 , 2 k ߦኻߒߡޔ (2-5) } ) ( ), 2 ( ), ( | { ) ( c k C k C c c D k H    Z K Z Z ߣߔࠆޕmdcc ಽ㘃ࠦ࡯࠼ߪขᒁ㗵ࠍ⠨ᘦߒߚߣ߈ ߩ⹦⚦ಽ㘃ࠦ࡯࠼ߩ㓸߹ࠅߥߩߢޔ (2-6) } 0 ) , ( ), ( , 0 ) , ( , 6 , 4 , 2 ), ( | {   z  W v c D W c v k k C c c M H H Z Z ߣߥࠆޕ໡ຠಽ㘃߇SITC ޽ࠆ޿ߪ HS ߩߤߜࠄ߆ ߦߎߛࠊࠄߥ޿ߣ߈ߪmdcc ಽ㘃ࠦ࡯࠼ߩ㓸߹ࠅ ࠍ◲නߦM ߢ⴫ߔߎߣߦߔࠆޕ1 ߩ໡ຠಽ㘃ߪSITC-R1 ࠍၮ␆ߣߒߡ૞ᚑߐ ࠇߡ޿ࠆߩߢޔ㧔2-4㧕ᑼࠍㆡ↪ߒߡ mdcc ಽ㘃ࠦ࡯ ࠼ߩ૞ᚑࠍ⹜ߺࠆޕ໡ຠಽ㘃ߪ⵬ᱜ㗄⋡એᄖࠍኻ ⽎ߣߔࠆޕᦨೋߪ1 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߦ߇ mdcc ಽ㘃ࠦ࡯࠼߆ߤ߁߆ࠍ⺞ߴࠆߚ߼ޔk 1ߣߔࠆޕ ⴫3 ߦ߅޿ߡC ߩⷐ⚛ߪ㨧(1) 0㨩ߩ 1 ୘߇ሽ࿷ߔ ࠆߩߢߎࠇࠍc {0}ߣߔࠇ߫ޔv(c,W) v(0,W) 0 12 z ߢ޽ࠆޕ1 ᩴ࡟ࡌ࡞߇㨧0㨩ߣߥࠆ 2 ᩴ࡟ ࡌ࡞ಽ㘃ࠦ࡯࠼ߩ㓸߹ࠅߪ㧔2-1㧕ᑼࠃࠅޔ ) 2 ( } 02 , 01 , 00 { ) 0 ( C DS  ߣߥࠅޔ3 ୘ߩⷐ⚛߇ሽ ࿷ߔࠆޕC(2) ߩⷐ⚛ߩ㧝ߟߢ޽ࠆ㨧00㨩ߪ 0 3 ) , 00 ( W z v ߥߩߢޔc {0}M ߣߥࠆޕ ) 1 ( C c  ߦ߅޿ߡZDS(cv Z( ,W)z0ߣߥࠆ ߽ߩ߇㧝ߟߢ߽ሽ࿷ߔࠇ߫㧔2-4㧕ᑼࠍḩ⿷ߒߥ޿ ߆ࠄߢ޽ࠆޕ໑৻ߩC(1)ߩⷐ⚛ߢ޽ࠆ㨧0㨩ߪ M  } 0 { ߣߥࠆߚ߼ޔ1 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߢ M ߦዻߔࠆ߽ߩߪሽ࿷ߒߥ޿ޕ หߓࠃ߁ߦߒߡޔ2 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߢߪ M ߦዻߔࠆ߽ߩߪሽ࿷ߖߕޔ3 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ ߩਛߢM ߦዻߔࠆ߽ߩߪ㨧012㨩ߩߺߢ޽ࠆߎߣ ߇␜ߐࠇࠆ 2 ޕ4 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߦߟ޿ߡߪޔ 㨧0118㨩એᄖߩ 4 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߪขᒁ㗵߇ 0 ߢߪߥߊޔ5 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼߇ሽ࿷ߒߥ޿ߩ ߢ M ߦዻߒޔ5 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߪ㨧01181, 01189㨩ߪ M ߦዻߔࠆߎߣߦߥࠆ 3 ޕ ᓧࠄࠇߚmdccಽ㘃ࠦ࡯࠼ߩߔߴߡߩⷐ⚛ߪ⴫1 ߦ߅ߌࠆ mdcc ಽ㘃ࠦ࡯࠼ߩ⵬ᱜߒߡ޿ߥ޿⾏ᤃ ࠺࡯࠲ࠍ⴫ࠊߔN ߦ٤ߢ␜ߐࠇߡ޿ࠆޕ 2.2 mdcc ಽ㘃ࠦ࡯࠼ߩ․ᓽ ขᒁ㗵ࠍ⠨ᘦߒߚ⹦⚦ಽ㘃ߣߒߡߩmdcc ಽ㘃 ࠦ࡯࠼ߩ․ᓽߪ਎⇇ว⸘ࠍ฽߻୘೎⋧ᚻ࿖ࠍ࿕ቯ ߔࠇ߫ᢛวᕈ߇଻⸽ߐࠇߡ޿ࠆߣ߈ޔmdcc ಽ㘃ࠦ ࡯࠼ߦኻᔕߔࠆขᒁ㗵ࠍว⸘ߔࠆߣ໡ຠ✚㗵ߩ ) , ( WT v ߦ৻⥌ߔࠆߎߣߢ޽ࠆޕ໡ຠಽ㘃߇SITC ฦᡷ⸓ ߢ޽ࠆߣ߈ޔਔ⠪߇৻⥌ߔࠆߎߣࠍએਅ ߦ߅޿ߡ␜ߔޕᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߦ߅޿ߡ1 ᩴ ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩขᒁ㗵ߩ๺ߪv( WT, )ߦ৻⥌ ߔࠆߣ઒ቯߔࠆޕ1 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩ㓸߹ࠅ ࠍޔC(1) N1ߣߔࠆޕ߹ߚޔk ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯ ࠼ߩc C(k)ߦኻߒߡޔDS(c)ߣߥࠆk1ᩴ࡟ࡌ ࡞ಽ㘃ࠦ࡯࠼ߩขᒁ㗵ߩ๺ࠍޔ (2-7) ( , ) (( ( ) ), ) )) ( ( W k c v W v k c DS x u

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 Z Z ߣߔࠆޕᦨೋߩࠬ࠹࠶ࡊߣߒߡޔk 1ߣ߅ߊޕ mdcc ಽ㘃ࠦ࡯࠼ߩ㓸߹ࠅߩ M ߪᩴ࡟ࡌ࡞ಽ㘃ࠦ ࡯࠼ߣߪή㑐ଥߥߩߢޔM ߩਛߢ k ᩴ࡟ࡌ࡞ಽ㘃 ࠦ࡯࠼㓸߹ࠅࠍM ߣߔࠇ߫ޔk (2-8) } 0 ) ), ) ( (( , 0 ) ), ( ( , ) ( | ) ( { x u z  W k c v W k c v N k c k c Mk k ߣ⴫ߔߎߣ߇ߢ߈ࠆޕM k Nkߢ޽ࠅޔMkߩⷐ ⚛ߩ୘ᢙࠍ m(k)ߣߔࠇ߫ޔ )} ( ) ( {c1 k c ( ) k Mk " mk ߢ޽ࠆޕN ߪk mdcc ಽ㘃ߣߘ߁ߢߪߥ޿ಽ㘃ߦಽ ഀߔࠆߎߣ߇ߢ߈ޔNk Mk‰(Nk \Mk)ߢ޽ࠅޔ หᤨߦMkˆ(Nk \Mk) Iߣߥࠆޕmdcc ಽ㘃ߢ ߪߥ޿߽ߩߩ୘ᢙࠍm('k)ߣߔࠆޕN ߩⷐ⚛ߩ୘k ᢙߪm(k)m('k)ߣߥࠅޔ )} ( ) ( {c1 k c ( ) (' ) k Nk " mkm k ߣߥࠆޕ߹ߚޔᢛวᕈ߇଻㓚ߐࠇߡ޿ࠆߚ߼ޔk ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩߔߴߡߩขᒁ㗵ߩ๺ߪޔ (2-9) ( ( ), ) ( , ) ) ( W T v W k c v k N k c

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 ߢ޽ࠆޕ

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k N ߦ߅޿ߡޔm(' !k) 0ߩߣ߈ޔmdcc ಽ㘃ࠦ࡯ ࠼ߢߪߥ޿ಽ㘃ࠦ࡯࠼ߩ㓸߹ࠅߪޔ (2-10) )} ( ) ( { \ ) (' ) ( 1 ) ( k c k c M N k m k m k m k k   " ߣߥࠅޔN \k Mkߩⷐ⚛ࠍk ᩴ࡟ࡌ࡞ߣߔࠆk1 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߢขᒁ㗵ߩ0 ߢߪߥ޿߽ߩ߇ ሽ࿷ߔࠆޕN ߪk M ߣk N \k Mkߦࠃࠅಽഀߐࠇࠆ ߚ߼ޔ (2-11) ) ), ( ( ) ), ( ( ) ), ( ( \ W k c v W k c v W k c v k k k k M N c M c N c

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    ߣߥࠅޔขᒁ㗵ߩ๺ࠍ2 ߟߦಽߌࠆߎߣ߇ߢ߈ࠆޕ k N ߩߔߴߡߩⷐ⚛߇ mdcc ಽ㘃ࠦ࡯࠼ߢ޽ࠆ 0 ) (' k m ߩߣ߈ߪޔN k Mkߣߥࠆޕ 0 ) (' !k m ߩߣ߈ߪᒁ߈⛯߈ޔk ᩴ࡟ࡌ࡞߇ k k M N \ ߦዻߔࠆk1ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ࠍ 1  k N ߣߒߡޔ (2-12) ))} ( ( ), \ ( ) ( | { 1 k c D M N k c N S k k k    Z Z ߣߔࠆޕߘߩⷐ⚛ߩ୘ᢙࠍޔm(k1) m(' k 1) ߣߔࠆޕNk1ߪޔ )} 1 ( ) 1 ( { 1 ( 1) (' 1) 1       c k c k Nk " mk m k ߣߥࠆޕk ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߢ⴫ࠊߐࠇࠆ㧔2-10㧕 ᑼߪk1ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼߇ሽ࿷ߒޔߘࠇࠍ⴫ ࠊߖ߫㧔2-12㧕ᑼߣߥࠆޕ ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼㑆ߦᢛวᕈ߇଻⸽ߐࠇߡ޿ ࠇ߫ޔk ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩߔߴߡߩc C(k) ߩขᒁ㗵ߪޔ (2-13) v(c(k),W) v((c(k)ux),W) ߢ޽ࠆޕߒߚ߇ߞߡޔk ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼c(k) ߩขᒁ㗵ߦኻߔࠆߔߴߡߩ๺ߪ (2-14) ) ), 1 ( ( ) ), ) ( (( ) ), ( ( ) 1 ( ) 1 ( ) ( ) ( ) ( ) ( W k c v W k c v W k c v k C k c k C k c k C k c  x u

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     ߣߥࠅޔk1ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩߔߴߡߩขᒁ 㗵ߣ৻⥌ߔࠆޕߐࠄߦޔ㧔2-12㧕ᑼࠃࠅޔ (2-15) ) , ( ) , ( ) ), (( ) , ( 1 ) ( \ \ \ W v W v W c v W c v k S k k k k k k N c D M N c M N c M N c Z Z Z Z

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      x u ߣߥࠆޕ㧔2-11㧕ᑼߩฝㄝߩ╙ 2 㗄⋡ߦ㧔2-15㧕ᑼ ࠍઍ౉ߔࠇ߫ޔ (2-16) ) , ( ) , ( ) , ( 1 W c v W c v W c v k k k N c M c N c

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     ߣߥࠆޕk ࠍ 2 ߆ࠄ 4 ߹ߢ㗅ߦ⟎߈឵߃ߡޔߎߩ ᠲ૞ࠍ➅ࠅ㄰ߔߎߣߦࠃࠅޔM1߆ࠄM4ࠍ૞ᚑ ߔࠆߎߣ߇ߢ߈ࠆޕk 5ߩߣ߈ߪޔߔߴߡߩ 5 N c  ߦኻߒߡޔ6 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߪሽ࿷ߒ ߥ޿ߩߢޔm(' 6) 0ߢ޽ࠅޔN 5 M5ߣߥࠆޕ ߎࠇࠄߩ৻ㅪߩᠲ૞ߦࠃࠅM1߆ࠄM5߇૞ᚑߐ ࠇࠆޕM ߪ㧔2-4㧕ᑼߢ␜ߐࠇࠆ mdcc ಽ㘃ࠦ࡯࠼ ߩ㓸߹ࠅߢ޽ࠅޔM M1‰"‰M5ߣ⴫ࠊߐࠇ ࠆޕએ਄ߩߎߣ߆ࠄޔ (2-17)

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      k M c k M c N c M c W k c v W c v W c v W c v W T v ) ), ( ( ) ), 1 ( ( ) ), 2 ( ( ) ), 1 ( ( ) , ( 5 1 1 2 1 " ߣߥࠆޕ ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼㑆ߦᢛวᕈ߇଻⸽ߐࠇߡ޿ ࠆߎߣࠍ઒ቯߔࠇ߫ޔmdcc ಽ㘃ࠦ࡯࠼ߦኻᔕߔࠆ ขᒁ㗵ࠍว⸘ߔࠆߣ໡ຠ✚㗵ߩv( WT, )ߦ৻⥌ߔ ࠆߎߣࠍ⏕߆߼ࠄࠇࠆޕ໡ຠಽ㘃߇HS ߩ Original ߅ࠃ߮ฦᡷ⸓ ߢ߽หߓࠃ߁ߦߔࠆߎߣߢਔ⠪ߩ ৻⥌ࠍ␜ߔߎߣ߇ߢ߈ࠆޕᢛวᕈ߇ᰳᅤߒߡ޿ࠆ ⾏ᤃ࠺࡯࠲ߦߟ޿ߡߩmdcc ಽ㘃ࠦ࡯࠻ߦߟ޿ߡ ߪᰴ▵ߦߡ⚫੺ߔࠆޕ

3㧚໡ຠಽ㘃ߦ߅ߌࠆᢛวᕈߩ⹏ଔ

⾏ᤃ࠺࡯࠲ߩ⛔⸘୯ߩਛߢขᒁ㗵ࠍኻ⽎ߣߒߚ ߣ߈ޔಽ㘃ࠞ࠹ࠧ࡝࡯ߩ໡ຠಽ㘃߅ࠃ߮⋧ᚻ࿖ߦ

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2 k ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߣ୘೎⋧ᚻ࿖ߩ⾏ᤃࡑ࠻࡝ࠢࠬߦ߅ߌࠆขᒁ㗵⴫ P ) (k C p1 pj pn Error of P World ) ( 1 k c v(c1(k),1) ̖ v(c1(k),j) ̖ v(c1(k),n) ep(c1(k)) v(c1(k),W) 㧦 㧦 : : ) (k ci v( kci( ),1) ̖ v(ci(k),j) ̖ v(ci(k),n) ep( kci( )) v(ci(k),W) 㧦 㧦 : : ) ( ) ( k cmk v(cm(k),1) ̖ v(cm(k),j) ̖ v(cm(k),n) ep(cm(k)) v(cm(k),W) Error of C(k) ec(k)(1) ec(k)(j) ec(k)(n) ec,p(k) b Total v(T1,) v( jT, ) v( nT, ) a v( WT, ) 㧔಴ᚲ㧕㊁↰ኈഥޟ਎⇇⾏ᤃࡑ࠻࡝ࠢࠬ૞ᚑߦ߅ߌࠆᢛวᕈߩ⹏ଔߣ⵬ᱜޠ㧔ޡᡷ⸓ ਎⇇⾏ᤃࡑ࠻࡝ࠢࠬ̆࿖㓙↥ᬺ ㅪ㑐⴫24 ㇱ㐷ಽ㘃ߦ߽ߣߠ޿ߡ̆ޢSDS No.84 ᡷ⸓ 㧕ߩ⴫ 1 ߦ߽ߣߠ߈╩⠪૞ᚑޕ 㧔ᵈ㧕k ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼߆ࠄ᭴ᚑߐࠇࠆ໡ຠಽ㘃ߩ㓸߹ࠅࠍޔC(k) {c1(k),",cm(k)(k)}ߢ⴫ࠊߒޔ⋧ᚻ࿖ߩ

㓸߹ࠅࠍP {World, p1,",pn}ߣߔࠆޕ໡ຠ✚㗵ߪTotal ߹ߚߪ Tޔ⋧ᚻ࿖਎⇇ߪ World ߹ߚߪ W ߢ޽ࠆޕcm(k)(k)

ߢ⴫ࠊߔߣߎࠈޔ⚕㕙ߩㇺวߦࠃࠅޔcm(k)ߣߒߡ␜ߐࠇߡ޿ࠆޕ⋧ᚻ࿖ߦࠃࠆ⺋Ꮕߪޔa ep(cx(k))ec,p(k)ޔ ໡ຠಽ㘃ߦࠃࠆ⺋Ꮕߪޔb ec(k)(x)ec,p(k)ߢ޽ࠆޕᓇߩㇱಽߪUN Comtrade ⾏ᤃ࠺࡯࠲߆ࠄᓧࠄࠇࠆㇱಽߢ޽ࠆޕ ߟ޿ߡߪߘࠇߙࠇߩ୘೎໡ຠಽ㘃ࠦ࡯࠼ߩߺߥࠄ ߕߘࠇࠄว⸘୯ߢ޽ࠆ໡ຠ✚㗵߅ࠃ߮⋧ᚻ࿖਎⇇ ߇฽߹ࠇߡ޿ࠆޕߘߩߚ߼ޔ໡ຠ✚㗵ߣ⋧ᚻ࿖਎ ⇇ߩ⾏ᤃ࠺࡯࠲ߩv( WT, )ࠍၮḰ୯ߣߔࠆߎߣߦ ࠃࠅ୘೎໡ຠಽ㘃ࠦ࡯࠼޽ࠆ޿ߪ୘೎⋧ᚻ࿖ߩ࠺ ࡯࠲ࠍว⸘ߒߚ୯߇ၮḰ୯ߦ৻⥌ߔࠆ߆ߤ߁߆ߢ ߘࠇߙࠇ໡ຠಽ㘃߅ࠃ߮⋧ᚻ࿖ߩᢛวᕈࠍᬌ⸛ߔ ࠆߎߣ߇ߢ߈ࠆޕᧄ▵ߪ⾏ᤃࡑ࠻࡝ࠢࠬߦߟ޿ߡ ႎ๔࿖ޔャ಴౉඙ಽޔᐕߏߣߦ໡ຠ✚㗵ߣ⋧ᚻ࿖ ਎⇇ߩ⾏ᤃ࠺࡯࠲ࠍၮḰ୯ߣߒߚߣ߈ߩ໡ຠಽ㘃 ߅ࠃ߮⋧ᚻ࿖ߩขᒁ㗵ߩᢛวᕈࠍᬌ⸛ߒߡ޿ࠆޕ ໡ຠಽ㘃ߦߟ޿ߡߪᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ޔmdcc ಽ㘃ࠦ࡯࠼ߦ߅ߌࠆᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ౝߩᢛว ᕈࠍᬌ⸛ߔࠆߣหᤨߦ⇣ߥࠆᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ 㑆ߩᢛวᕈߦߟ޿ߡ߽ᬌ⸛ߔࠆޕ 3.1 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩขᒁ㗵⴫ ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩ⾏ᤃࡑ࠻࡝ࠢࠬߩขᒁ㗵 ⴫ߪห৻ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼㑆ߦ߅ߌࠆขᒁ⴫ߢ ޽ࠆޕk ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߣ୘೎⋧ᚻ࿖ߩ⾏ᤃ ࡑ࠻࡝ࠢࠬߦ߅ߌࠆขᒁ㗵⴫߇⴫2 ߦ␜ߐࠇߡ޿ ࠆޕ໡ຠಽ㘃߇SITCฦᡷ⸓ ߩߣ߈ߪޔk 1,2,3,4 ߦኻߔࠆk ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߣ⹦⚦ಽ㘃ߣߒߡ ߩmdcc ಽ㘃ࠦ࡯࠼߇ኻ⽎ߣߥࠆޕ೨ㅀߒߚࠃ߁ ߦၮᧄ㗄⋡ߢߪᔅߕߒ߽ߘࠇࠄߩว⸘ߪ໡ຠ✚㗵 ߣߪ৻⥌ߔࠆߣߪ㒢ࠄߥ޿ߚ߼ޔၮᧄ⊛ߦ໡ຠ✚ 㗵ߣ৻⥌ߔࠆmdcc ಽ㘃ࠦ࡯࠼ࠍ⹦⚦ಽ㘃ߣߔࠆޕ ໡ຠಽ㘃߇HS ߩ Original ߅ࠃ߮ฦᡷ⸓ ߩߣ߈ ߪᩴ࡟ࡌ࡞ߩಽ㘃ࠦ࡯࠼ߪk 2,4,6ߣߒߚߣ߈ ߩk ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߣ⹦⚦ಽ㘃ࠦ࡯࠼ߣߒߡ ߩmdcc ಽ㘃ࠦ࡯࠼߇ኻ⽎ߣߥࠆޕ ໡ຠ✚㗵ࠍၮḰߣߔࠆߎߣߦࠃࠅ⾏ᤃࡑ࠻࡝ࠢ ࠬߩขᒁ㗵ߦ߅ߌࠆᢛวᕈߩ⹏ଔ߇น⢻ߣߥࠆޕ ᓟㅀߔࠆࠃ߁ߦߎߩ⾏ᤃࡑ࠻࡝ࠢࠬߦߪᢛวᕈࠍ ଻ߟߚ߼ߦߪ⋧ᚻ࿖߅ࠃ߮໡ຠಽ㘃ߦߟ޿ߡߘࠇ ߙࠇߩ⺋ᏅߩޔError of P㧔Partner countries ߦ㑐ߔ ࠆ⺋Ꮕ㗄⋡㧕ߣError of C(k)㧔k ᩴ࡟ࡌ࡞ಽ㘃ࠦ

࡯࠼ߩCommodities ߦ㑐ߔࠆ⺋Ꮕ㗄⋡㧕߇ᔅⷐߣ

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3 k ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߣ୘೎⋧ᚻ࿖ߩ⾏ᤃࡑ࠻࡝ࠢࠬߦ߅ߌࠆขᒁ㗵ⷐ⚂⴫ P ) (k C P㧦⋧ᚻ࿖ߩว⸘ Error of P World ) (k C :໡ຠಽ㘃ߩว⸘ Error of C(k) ) ), ( (cx k x v ) ( ) (k x c e )) ( (c k ep x ) ( , k ecp ) ), ( (c k W v x ) ( ) ( , ) ( e k eck x  cp Total v( xT, ) ep(cx(k))ec,p(k) v( WT, ) 㧔಴ᚲ㧕㊁↰ኈഥ㧔2003㧕ޟ਎⇇⾏ᤃࡑ࠻࡝ࠢࠬ૞ᚑߦ߅ߌࠆᢛวᕈߩ⹏ଔߣ⵬ᱜޠ㧔ޡᡷ⸓ ਎⇇⾏ᤃࡑ࠻࡝ࠢࠬ̆࿖ 㓙↥ᬺㅪ㑐⴫24 ㇱ㐷ಽ㘃ߦ߽ߣߠ޿ߡ̆ޢSDS No.84 ᡷ⸓ 㧕ߩ⴫ 2 ߦၮߠ߈⪺⠪૞ᚑޕ 㧔ᵈ㧕k ߇0 ߩߣ߈ߪ໡ຠ✚㗵ߩߺߒ߆ሽ࿷ߒߥ޿ߚ߼⺋Ꮕߩep(0),ec(0),ec, p(0)ߪߔߴߡ0 ߣߥࠆޕ ߐࠇߚ⾏ᤃࡑ࠻࡝ࠢࠬߩขᒁ㗵⴫ߦ߅޿ߡޔ໡ຠ ಽ㘃ࠍci(k)ߦ࿕ቯߒߡ⋧ᚻ࿖ࠍว⸘ߒߡ߽ᔅߕ ߒ߽⋧ᚻ࿖਎⇇ߦ৻⥌ߔࠆߣߪ㒢ࠄߥ޿ޕ৻⥸⊛ ߦߪᓧࠄࠇߚ⾏ᤃ࠺࡯࠲ߦ㑐ߒߡ⋧ᚻ࿖j ߦߟ޿ ߡޔj 1"nࠍว⸘ߒߡޔ (3-1) ( ( ), ) ( ( ), ) 1 x

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v ci k j v ci k n j ߣߔࠆޕߎߎߢޔ i 1"m(k)ߢ޽ࠅޔ৻⥸⊛ߦ ߪᔅߕߒ߽ޔv(ci(k),W) v(ci(k),x)ߢ޽ࠆߣߪ㒢 ࠄߥ޿ޕߎߩේ࿃ߣߒߡߪ⾏ᤃ࠺࡯࠲࿕᦭ߩ⺋Ꮕޔ ਣ߼⺋Ꮕޔ໡ຠಽ㘃߿⋧ᚻ࿖ਇ᣿ߩขࠅᛒ޿ߦࠃ ࠆ⺋Ꮕ╬߇⠨߃ࠄࠇࠆޕ໡ຠಽ㘃ࠦ࡯࠼ci(k)ߩ ⋧ᚻ࿖਎⇇ߩขᒁ㗵v(ci(k),W)ࠍၮḰߣߒߡߎ ߩ⺋Ꮕࠍ⋧ᚻ࿖ߦࠃࠆ⺋Ꮕep( ik: )ߣߔࠆߣޔ ) ( 1 m k i " ߦኻߒߡޔ (3-2) v(ci(k),W)v(ci(k),x) ep(ci(k)) ߣ⴫ࠊߐࠇࠆޕ⴫2 ߦ߅޿ߡ⋧ᚻ࿖ߦ㑐ߔࠆ⺋Ꮕ ߪerror of P ߩ㗄⋡ߦኻᔕߔࠆޕหߓߎߣ߇໡ຠಽ 㘃ߦߟ޿ߡ߽޿߃ࠆޕ⋧ᚻ࿖ࠍpjߣ࿕ቯߒߚߣ߈ ໡ຠಽ㘃ci(k)ߦኻߔࠆขᒁ㗵ߩv(ci(k),j)ࠍ ) ( 1 mk i " ߦߟ޿ߡว⸘ߒߡޔ (3-3) ( ) ( ( ), ) ( ( ), ) 1 j k c v j k c v i k n i x

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ߣߒߡ߽ᔅߕߒ߽⋧ᚻ࿖j ߦኻߔࠆ໡ຠ✚㗵ߦ৻ ⥌ߔࠆߣߪ㒢ࠄߥ޿ޕߎߎߢޔj 1"nߢ޽ࠆޕ ߎߩේ࿃߽⾏ᤃ࠺࡯࠲࿕᦭ߩ⺋Ꮕ߿ਣ߼⺋Ꮕ╬ߦ ࠃࠆ⺋Ꮕ╬߇⠨߃ࠄࠇࠆޕ㧔3-3㧕ᑼߪ⴫ 1 ߦ߅ߌk ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩขᒁ㗵ว⸘ߩTotal(k,N) ߅ࠃ߮Total(k,C)ߦኻᔕߔࠆޕN ߪ⵬ᱜߐࠇߡ޿ߥ ޿⾏ᤃ࠺࡯࠲ޔC ߪ⵬ᱜߐࠇߚ⾏ᤃ࠺࡯࠲ߢ޽ࠆޕ ໡ຠಽ㘃ߩ✚㗵ࠍၮḰߣߒߡߎߩ⺋Ꮕࠍk ᩴ࡟ ࡌ࡞ಽ㘃ࠦ࡯࠼ߩ໡ຠಽ㘃ߦࠃࠆ⺋Ꮕec(k)(j)ߣ ߔࠆߣޔj 1"nߦኻߒߡޔ (3-4) v(T,j)v(cx(k),j) ec(k)(j) ߣߥࠆޕ⴫2 ߦ߅޿ߡ k ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߦ߅ ߌࠆ໡ຠಽ㘃ߩ⺋Ꮕߪ Error of C(k)ߩ㗄⋡ߦኻ ᔕߔࠆޕߐࠄߦޔห⴫ߦ߅ߌࠆError of P ߩ㗄⋡ ߣError of C(k)ߩ㗄⋡ߩ੤ὐࠍ⋧ᚻ࿖߅ࠃ߮kᩴ ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩ໡ຠಽ㘃ߩ౒ㅢߩ⺋Ꮕߣߒߡ ) ( , k ecp ߣߔࠆޕએ਄ߩߎߣ߆ࠄޔk ᩴ࡟ࡌ࡞ಽ㘃 ࠦ࡯࠼ߦ߽ߣߠߊᢛวᕈߩ޽ࠆ⾏ᤃࡑ࠻࡝ࠢࠬߪ ቢᚑߔࠆޕ ᰴߦ✚ว⺋Ꮕޔ໡ຠಽ㘃ߦࠃࠆ⺋Ꮕ߅ࠃ߮⋧ᚻ ࿖ߦࠃࠆ⺋Ꮕߩផቯ୯ࠍᓧࠆߚ߼ߦᓧࠄࠇߚ࠺࡯ ࠲ߩ⋧ᚻ࿖߅ࠃ߮໡ຠಽ㘃ߩi 1"m(k)ߣ⋧ᚻ ࿖ߩ j 1"nߦኻߔࠆߘࠇߙࠇߦኻߔࠆขᒁ㗵 ߩว⸘ࠍ㧔3-1㧕ᑼ߅ࠃ߮㧔3-3㧕ᑼߩ⴫⸥ߦኻᔕ ߐߖߡv(cx(k),x)ߣߔࠆޕ㧔3-2㧕ᑼߦ߅޿ߡ໡ຠಽ 㘃ߢ޽ࠆci(k)ߩว⸘ࠍޔ (3-5) ) ( ) ), ( ( ) ), ( ( )) ( ( )) ( ( ( ) 1 k e k c v W k c v k c e k c e p i p k m i p x  x x x

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ߣߔࠆߣޔߎߩ⺋Ꮕߪ໡ຠಽ㘃ߣߪή㑐ଥߥ⋧ᚻ

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4 1 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߣ୘೎⋧ᚻ࿖ߩ⾏ᤃࡑ࠻࡝ࠢࠬߦ߅ߌࠆขᒁ㗵⴫ P ) (k C 1 p p2 p3 Error of P World 0 16 16 16 0 48 Error of C(1) 0 0 0 0 0 Total 16 16 16 0 48 㧔಴ᚲ㧕⴫1 ߆ࠄ 1 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩ 0 ࠍขࠅ಴ߒޔ⴫ 2 ߦᓥߞߡ╩⠪૞ᚑޕ 㧔ᵈ㧕1 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߢߪᢛวᕈ߇଻⸽ߐࠇߡ޿ࠆߚ߼ޔError of PߣError of C(1) ߪ౒ߦ0 ߢ޽ࠆޕߔߥࠊ ߜޔ⴫2 ߦ߅ߌࠆ a ߪ 0ޔb ߪ 0 ߢ޽ࠆޕ5 2 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߣ୘೎⋧ᚻ࿖ߩ⾏ᤃࡑ࠻࡝ࠢࠬߦ߅ߌࠆขᒁ㗵⴫ P ) (k C 1 p p2 p3 Error of P World 00 01 02 4 9 2 4 9 2 4 9 2 0 0 0 12 27 6 Error of C(2) 1 1 1 0 3 Total 16 16 16 0 48 㧔಴ᚲ㧕⴫1 ߆ࠄ 2 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩ 00,01,02 ࠍขࠅ಴ߒޔ⴫ 2 ߦᓥߞߡ╩⠪૞ᚑޕ 㧔ᵈ㧕⋧ᚻ࿖ߩError of P ߪᢛวᕈ߇଻⸽ߐࠇߡ޿ࠆߚ߼0 ߢ޽ࠆ߇ޔ2 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߢߪᢛวᕈ߇଻⸽ߐࠇߡ ޿ߥ޿ߚ߼ޔError of C(2) ߪ0 ߢߪߥ޿ޕߔߥࠊߜޔ⴫ 2 ߦ߅ߌࠆ a ߪ 0ޔb ߪ 3 ߢ޽ࠆޕ ࿖ߩߺߩ⺋Ꮕߣߥࠆޕ߹ߚޔ㧔3-4㧕ᑼߦ߅޿ߡ⋧ ᚻ࿖ߢ޽ࠆj ߩว⸘ࠍޔ (3-6) ec(k)(x) v(T,x)v(cx(k),x) ec(k) ߣߔࠆߣޔߎߩ⺋Ꮕߪ⋧ᚻ࿖ߣߪή㑐ଥߥ໡ຠಽ 㘃ߩߺߦࠃࠆ⺋Ꮕߣߥࠆޕ⋧ᚻ࿖߅ࠃ߮໡ຠಽ㘃 ߦ౒ㅢߔࠆ⺋Ꮕߪޔ (3-7) ) ), ( ( ) , ( ) ), ( ( ) , ( ) ( , W k c v T v k c v W T v k ecp x x  x  x  ߣ⴫ࠊߐࠇࠆޕ㧔3-5㧕ᑼ߆ࠄ㧔3-7㧕ᑼ߹ߢߦࠃࠅޔ ⾏ᤃࡑ࠻࡝ࠢࠬߩ✚ว⺋Ꮕࠍe(k)ߣߔࠇ߫ޔ (3-8) ) ), ( ( ) , ( ) ( ) ( ) ( ) ( , x    x k c v W T v k e k e k e k e c p cp ߇ᓧࠄࠇࠆޕ ᧄ┨ߢߪႎ๔࿖ޔᐕޔャ಴౉඙ಽࠍ࿕ቯߒߚߣ ߈ߩ⹦⚦ߥࠆ໡ຠಽ㘃ߣ୘೎⋧ᚻ࿖ࠍ߽ߣߦߒߚ ⾏ᤃࡑ࠻࡝ࠢࠬߩ⺋Ꮕ⴫␜ࠍ✚ว⺋Ꮕࠍ㧔3-8㧕ᑼޔ ໡ຠಽ㘃ߩߺ߆ࠄ↢ߓߚ⺋Ꮕࠍޔ (3-9) ec(k)ec,p(k) v(T,W)v(cx(k),W)ߣ ⴫ߒޔ⋧ᚻ࿖ߩߺ߆ࠄ↢ߓߚ⺋Ꮕࠍޔ (3-10) ep(k)ec,p(k) v(T,W)v(T,x) ߣߒߡ⴫ࠊߔߎߣߦߔࠆޕ ໡ຠಽ㘃ߩk ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩ⾏ᤃࡑ࠻࡝ ࠢࠬߩขᒁ㗵⴫߅ࠃ߮ⷐ⚂ߐࠇߚขᒁ㗵⴫ߪ⴫ 2 ߅ࠃ߮⴫3 ߦ␜ߐࠇޔ⋧ᚻ࿖ߣ໡ຠಽ㘃ߩ⺋Ꮕߪ ) ( ), ( ), (k e k e, k ep c cp ߣߒߡ⴫␜ߐࠇߡ޿ࠆޕk ߇ 0 ߩߣ߈ߪ໡ຠ✚㗵ߩߺߒ߆ሽ࿷ߒߥ޿ߚ߼⺋Ꮕߩ ) 0 ( ), 0 ( ), 0 ( c c, p p e e e ߪߔߴߡ0 ߣߥࠅޔ✚ว⺋Ꮕ ߽e(0)0 ߢ޽ࠆޕk ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߦၮߠߊ ⾏ᤃࡑ࠻࡝ࠢࠬߩ⴫2 ߣߘߩⷐ⚂⴫ߢ޽ࠆ⴫ 3 ߪ ౒ߦ໡ຠ✚㗵ߦߪk ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߦኻߔࠆ

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6 mdcc ಽ㘃ࠦ࡯࠼ߣ୘೎⋧ᚻ࿖ߩ⾏ᤃࡑ࠻࡝ࠢࠬߦ߅ߌࠆขᒁ㗵⴫ P ) (k C 1 p p2 p3 Error of P World 0011 0012 0013 0111 0112 0113 0116 01181 01189 012 0221 0240 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 1 0 0 0 0 0 0 0 0 0 0 0 0 3 3 3 3 3 3 3 3 3 3 3 3 Error of C(mdcc) 4 4 4 0 12 Total 16 16 16 0 48 㧔಴ᚲ㧕⴫1 ߆ࠄ mdcc ಽ㘃ࠦ࡯࠼ߩ N ࠍขࠅ಴ߒޔ⴫ 2 ߦᓥߞߡ╩⠪૞ᚑޕ 㧔ᵈ㧕⋧ᚻ࿖ߩError of P ߪᢛวᕈ߇଻⸽ߐࠇߡ޿ࠆߚ߼0 ߢ޽ࠆ߇ޔmdcc ಽ㘃ࠦ࡯࠼ߢߪᢛวᕈ߇଻⸽ߐࠇߡ޿ߥ ޿ߚ߼ޔError of C(mdcc) ߪ0 ߢߪߥ޿ޕߔߥࠊߜޔ⴫ 2 ߦ߅ߌࠆ a ߪ 0ޔb ߪ 12 ߢ޽ࠆޕ ขᒁ㗵ߩว⸘ߩv(cx(k),x)ߢߪߥߊޔUN Comtrade ⾏ᤃ࠺࡯࠲߆ࠄᓧࠄࠇࠆ໡ຠ✚㗵ߩv( WT, )ࠍណ ↪ߒߡ޿ࠆߎߣߦᵈᗧߔࠆᔅⷐ߇޽ࠆޕ⾏ᤃ࠺࡯ ࠲ߩᢛวᕈߩ⹏ଔߦ߅޿ߡv( WT, )ߪ⹏ଔၮḰߣ ߣߒߡᱜߒ޿ߣ઒ቯߐࠇߡ߅ࠅޔkᩴ࡟ࡌ࡞ಽ㘃ࠦ ࡯࠼ߦࠃࠆ⾏ᤃࡑ࠻࡝ࠢࠬߩ✚ว⺋Ꮕߪ㧔3-8㧕ᑼ ߢ␜ߐࠇࠆ߆ࠄߢ޽ࠆޕ ⴫1 ߆ࠄ໡ຠಽ㘃ߩ⵬ᱜ㗄⋡એᄖࠍขࠅ಴ߒߡ ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߦࠃࠆขᒁ㗵⴫ࠍ૞ᚑߔࠆޕ1 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩขᒁ㗵⴫ߪ⴫4 ߦ␜ߐࠇࠆޕ ߎߩ⴫ࠍ⴫2 ߦኻᔕߐߖࠇ߫ a ߣ b ߪ౒ߦ 0 ߣߥ ࠅޔv(T,W) v(cx(1),x)ߣߥࠆޕߘߩᏅ߽0 ߥߩ ߢޔ㧔3-8㧕ᑼ߆ࠄ✚ว⺋Ꮕߪޔe(1) 4848 0ߣ ߥࠅޔᢛวᕈߩ଻⸽ߐࠇߡ޿ࠆขᒁ㗵⴫ߣߥࠆޕ2 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩขᒁ㗵⴫ߪ⴫5 ߦ␜ߐࠇࠆޕ ߎߩ⴫ߩ✚ว⺋Ꮕߪޔe(2) 4845 3ߣߥࠅޔ ᢛวᕈߩᰳᅤߢ޽ࠆขᒁ㗵⴫ߣߥࠆޕ㧔2-4㧕ᑼ߆ ࠄޔc{00,01,02}ߦኻߒߡޔError of C(2)ߩⷐ⚛ߪ 3 45 48 ) 2 (  c e ߢ޽ࠆޕ⋭⇛ߒߡ޿ࠆ߇ޔหߓ ࠃ߁ߦߒߡ3 ᩴ࡟ࡌ࡞߅ࠃ߮ 4 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯ ࠼ߦࠃࠆขᒁ㗵⴫߇૞ᚑߐࠇࠆޕmdcc ಽ㘃ࠦ࡯࠼ ߩขᒁ㗵⴫ߪ⴫ 6 ߦ␜ߐࠇࠆޕ✚ว⺋Ꮕߪޔ 12 36 48 ) (mdcc  e ߣߥࠅޔᢛวᕈߩᰳᅤߢ޽ ࠆขᒁ㗵⴫ߣߥࠆޕc{0011,0012, 0013,̖,0240} ߦኻߒߡޔec(2) 4836 12ߢ޽ࠆޕ 3.2 ⾏ᤃ࠺࡯࠲ߦ߅ߌࠆᢛวᕈߩ⹏ଔ ⾏ᤃ࠺࡯࠲ߦ߅޿ߡᢛวᕈߩ޽ࠆ⁁ᘒߢߪߔߴ ߡߩ⺋Ꮕߪሽ࿷ߖߕޔk ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߦኻ ߒߡޔec( k) 0ޔep( k) 0ޔec,p(k) 0ߢ޽ࠆޕ એਅޔk ࠍ⋭⇛ߒߡ߽৻⥸ᕈࠍᄬࠊߥ޿ߩߢ⋭⇛ ߔࠆޕߘࠇߦኻߒߡ⾏ᤃ࠺࡯࠲߇ᢛวᕈߦᰳߌࠆ ߣ߈ߩ⁁ᘒߪએਅߩㅢࠅ5 ߟߩ⺋Ꮕߩ࠲ࠗࡊ߇⠨ ߃ࠄࠇࠆޕ 㧔1㧕໡ຠಽ㘃c ߦ߅ߌࠆ⋧ᚻ࿖i pjߦ⺋Ꮕ߇޽ࠆ ଀ߣߒߡޔᢛวᕈߩ޽ࠆ⾏ᤃ࠺࡯࠲ߦኻߒߡ ) , (c j v i ߇'v(ci,j)Ⴧടߒߚ⺋Ꮕߩ࠲ࠗࡊߢ޽ࠆޕ ⺋ Ꮕ ߪ ޔ ec 'v(ci,j) ޔ ep 'v(ci,j) ޔ ) , ( , vc j ecp ' i ߣߥࠆߩߦኻߒߡޔ໡ຠಽ㘃ߦࠃ

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⴫7 ໡ຠಽ㘃ߩ SITC-R1 ࠍᗐቯߒߚ⴫ 1 ߦၮߠߊᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩᢛวᕈ⹏ଔ⴫ ̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆ y v( WT, ) e(k) d1 d2 d3 d4 d5 d6 ec(k)ec,p(k) ep(k)ec,p(k) ̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆ FKIKVNGXGNQHENCUUKHKECVKQP   FKIKVNGXGNQHENCUUKHKECVKQP   FKIKVNGXGNQHENCUUKHKECVKQP   FKIKVNGXGNQHENCUUKHKECVKQP   OFEE   ̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆̆ 㧔಴ᚲ㧕⴫1 ߆ࠄ⵬ᱜ㗄⋡એᄖࠍขࠅ಴ߒߡ⪺⠪૞ᚑޕ 㧔ᵈ㧕y ߪᐕޔv( WT, )ߪ໡ຠ✚㗵ޔe(k)ߪ✚ว⺋Ꮕޔ{d1"d6}ߪ໡ຠಽ㘃ߦ߅ߌࠆk ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩ୘ ᢙޔec(k)ec,p(k)ߪ໡ຠಽ㘃ߦࠃࠆ⺋Ꮕޔep(k)ec,p(k)ߪ⋧ᚻ࿖ߦࠃࠆ⺋Ꮕޔߢ޽ࠆޕ✚ว⺋Ꮕޔ໡ຠಽ㘃߅ ࠃ߮⋧ᚻ࿖ߩ⺋Ꮕߩߘࠇߙࠇߪ╓ภઃ߈ߩ⛘ኻ⺋Ꮕߣv( WT, )ߦኻߔࠆ⋧ኻ⺋Ꮕ߇␜ߐࠇࠆޕ໡ຠಽ㘃ࠍSITC ߣߒ ߡ޿ࠆߚ߼d ߪߔߴߡ 0 ߣߥࠆޕ61 ߦߪᐕᐲߩ⴫⸥ߪή޿ߩߢᧄ⴫ߢߪ 2008 ᐕࠍᗐቯߒߡ޿ࠆޕ ࠆ⺋Ꮕߪecec,p 0ޔ⋧ᚻ࿖ߦࠃࠆ⺋Ꮕߪ 0 ,  cp p e e ߣߥࠅޔߎࠇࠄߩ⺋Ꮕߪ⴫␜ߐࠇߥ ޿ޕ✚ว⺋Ꮕe ߩߺ߇'v(ci,j)ߣߥࠆޕ 㧔2㧕໡ຠಽ㘃c ߩ⋧ᚻ࿖਎⇇߇i 'x( Wci, )Ⴧ߃ߚ ߣ߈ߩ⺋Ꮕߩ࠲ࠗࡊߪޔec 0 ޔep 'v( Wci, )ޔ ) , ( , vc W ecp ' i ߣߥࠆߩߢޔ໡ຠಽ㘃ߩ⺋Ꮕߪ ) , ( , vc W e ec cp ' i ޔ ⋧ ᚻ ࿖ ߩ ⺋ Ꮕ ߪ 0 ,  cp p e e ߢ޽ࠆޕ✚ว⺋Ꮕe ߪ 0 ߣߥࠆޕ 㧔3㧕໡ຠ✚㗵ߦኻߔࠆ⋧ᚻ࿖pj߇'v( jT, )Ⴧ߃ ߚߣ߈ߩ⺋Ꮕߩ࠲ࠗࡊߢ޽ࠅޔec 'v( jT, )ޔ 0 p e ޔec,p 'v(T,j)ߣߥࠅޔ໡ຠಽ㘃ߩ⺋Ꮕ ߪecec,p 0ޔ⋧ᚻ࿖ߦࠃࠆ⺋Ꮕߪep ec,p ) , ( jT v '  ߢ޽ࠆޕߘߩߣ߈ߩ✚ว⺋Ꮕe ߪ 0 ߣ ߥࠆޕ 㧔4㧕໡ຠಽ㘃c ߩ⋧ᚻ࿖਎⇇ߣi pj ߇หᤨߦ ) , (c j v i ' Ⴧ߃ߚߣ߈ߩ⺋Ꮕߩ࠲ࠗࡊߢ޽ࠆޕߔߥ ࠊߜޔ⋧ᚻ࿖ߦߟ޿ߡߪᢛวᕈ߇଻ߚࠇߡ߅ࠅ໡ ຠಽ㘃ߦ⺋Ꮕ߇↢ߓߡ޿ࠆ⁁ᘒߢ޽ࠆޕߘߩߣ߈ ߩ⺋Ꮕߪޔec 'v(ci,jepec,p 0ߥ ߩߢޔ໡ຠಽ㘃ߩ⺋Ꮕߪecec,p 'v(ci,j)ޔ⋧ ᚻ࿖ߩ⺋Ꮕߪep ec,p 0ߢ޽ࠅޔ✚ว⺋Ꮕe ߪ ) , (c j v i '  ߣߥࠆޕ 㧔5㧕⋧ᚻ࿖p ߦኻߒߡ໡ຠ✚㗵ߣj c ߇หᤨߦi ) , (c j v i ' Ⴧ߃ߚߣ߈ߩ⺋Ꮕߩ࠲ࠗࡊߢ޽ࠆޕߔߥ ࠊߜޔ໡ຠಽ㘃ߦߟ޿ߡߪᢛวᕈ߇଻ߚࠇߡ߅ࠅޔ ⋧ᚻ࿖ߦߟ޿ߡ⺋Ꮕ߇↢ߓߡ޿ࠆ⁁ᘒߢ޽ࠆޕߘ ߩߣ߈ߩ⺋Ꮕߪޔec 0 ޔ ep 'v(ci,j)ޔ 0 ,p c e ߥߩߢޔ໡ຠಽ㘃ߩ⺋Ꮕߪecec,p 0ޔ ⋧ᚻ࿖ߩ⺋Ꮕߪep ec,p 'v(ci,j)ߢ޽ࠆޕ✚ ว⺋Ꮕe ߪ'v(ci,j)ߣߥࠆޕ ᗐቯߐࠇࠆ⾏ᤃࡑ࠻࡝ࠢࠬߩ⺋Ꮕߩ࠲ࠗࡊߦ߅ ޿ߡޔ㧔2㧕ߣ㧔3㧕ߪ୘೎ಽ㘃ߢ޽ࠆ໡ຠಽ㘃c ߣi ⋧ᚻ࿖p ߦߪή㑐ଥߥ⺋Ꮕߢ޽ࠆߚ߼✚ว⺋ߪj 0 ߣߥࠆ․ᱶߥ⺋Ꮕߢ޽ࠆޕ⺋Ꮕߩ࠲ࠗࡊ㧔2㧕ߪ ໡ຠಽ㘃c ߩ⺋Ꮕߢ޽ࠆߦ߽߆߆ࠊࠄߕi e ߪc 0 ߢ޽ࠅޔᦧࠊࠅߦ⋧ᚻ࿖਎⇇ߦ⺋Ꮕ߇޽ࠆߩ߽ߩ ߣߒߡepߦ'v( Wci, )߇⴫␜ߐࠇࠆޕ໡ຠಽ㘃ߩ ⺋Ꮕߩecec,pߣ⋧ᚻ࿖ߩ⺋Ꮕߩepec,pߪߘࠇ ߙࠇ'v( Wci, )ߣ0 ߢ޽ࠅޔ⺋Ꮕߩ⁁ᘒࠍᱜߒߊ⴫ ␜ߒߡ޿ࠆޕหߓࠃ߁ߦ⺋Ꮕߩ࠲ࠗࡊ㧔3㧕ߪ⋧ᚻ ࿖ߩ⺋Ꮕߢ޽ࠆߩߦe ߪp 0 ߢ޽ࠅޔepec,pߦߘ ߩ⺋Ꮕ߇␜ߐࠇߡ޿ࠆޕ୘೎ಽ㘃ࠍኻ⽎ߣߔࠆ৻ ⥸⊛ߥ⺋Ꮕߩ࠲ࠗࡊߪ㧔1㧕ޔ㧔4㧕߅ࠃ߮㧔5㧕ߢ޽ ࠆޕ⺋Ꮕߩ࠲ࠗࡊ㧔1㧕ߪ໡ຠಽ㘃C ߣ⋧ᚻ࿖i Pj

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ߦ߅޿ߡ஧ὼߦ↢ߓߚ⇣Ᏹ୯߿⁛┙ߦ⊒↢ߔࠆਣ ߼⺋Ꮕߦࠃࠆ߽ߩߢ޽ࠅޔecec,pߣepec,pߦ ߪᓇ㗀ߒߥ޿ߚ߼0 ߣߥࠆߎߣ߇ࠊ߆ࠆޕ⺋Ꮕߩ ࠲ࠗࡊ㧔4㧕ߪ໡ຠಽ㘃ߩߺߦࠃࠆ⺋Ꮕߢ޽ࠅޔep ߿ec,pߦ㑐ࠊࠆ⺋Ꮕߪ0 ߢ޽ࠆޕ⺋Ꮕߩ࠲ࠗࡊ㧔5㧕 ߪ⋧ᚻ࿖ߦࠃࠆ⺋Ꮕߢ޽ࠅޔe ߿c ec,pߦ㑐ࠊࠆ⺋ Ꮕߪ0 ߢ޽ࠆޕߒߚ߇ߞߡޔ໡ຠಽ㘃߅ࠃ߮⋧ᚻ ࿖ߩ⺋Ꮕࠍ⊛⏕ߦ⴫␜ߔࠆߩߪߘࠇߙࠇecec,p ߣepec,pߢ޽ࠅޔ✚ว⺋Ꮕe ࠍട߃ࠆߎߣߢ․ ᱶߥ⺋Ꮕߩ⁁ᘒ߽⼂೎ߢ߈ࠆޕ ⾏ᤃࡑ࠻࡝ࠢࠬ૞ᚑߦ߅ߌࠆk ᩴ࡟ࡌ࡞ಽ㘃ࠦ ࡯࠼ߩᢛวᕈ⹏ଔ⴫ߪ⴫7 ߦ␜ߐࠇߡ޿ࠆޕߎߩ ⴫ߦ߅޿ߡ㗄⋡ߪᏀ߆ࠄ㗅ߦޔႎ๔࿖߅ࠃ߮ャ಴ ౉඙ಽᲤߦޔᐕߩyޔ໡ຠ✚㗵ߩv( WT, )ޔ✚ว⺋ Ꮕߩe(k)ޔฦ k ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩ୘ᢙߪ } {d1"d6 ޔ໡ຠಽ㘃ߦࠃࠆ⺋Ꮕߩec(k)ec,p(k) ߣ⋧ᚻ࿖ߦࠃࠆ⺋Ꮕߩep(k)ec,p(k)ߩߘࠇߙࠇ ߇⴫␜ߐࠇߡ޿ࠆޕ໡ຠಽ㘃߇SITC ฦᡷ⸓ ߩ ߣ߈ߦߪ6 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߪሽ࿷ߒߥ޿ߩߢ 6 d ߪ0 ߣߥࠆޕHS ߩ Original ߅ࠃ߮ฦᡷ⸓ ߩ ߣ߈ߪd1,d3,d5ߪ0 ߣߥࠆޕ✚ว⺋Ꮕޔ໡ຠಽ㘃 ߅ࠃ߮⋧ᚻ࿖ߩ⺋Ꮕߦߟ޿ߡߪ╓ภઃ߈ߩ⛘ኻ⺋ Ꮕ ߩ e(k) , ec(k)ec,p(k) , ep(k)ec,p(k) ߣ ) , ( WT v ߦኻߔࠆ⋧ኻ⺋Ꮕࠍ౒ߦ␜ߒߡ޿ࠆޕ ⴫1 ߆ࠄ໡ຠಽ㘃ߩ⵬ᱜ㗄⋡એᄖࠍขࠅ಴ߒߡ ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߦࠃࠆᢛวᕈߩ⹏ଔ⴫ࠍ૞ᚑ ߔࠆޕ⴫2 ߦ߅޿ߡ໡ຠಽ㘃ߦࠃࠆ⺋Ꮕߪ aޔ⋧ ᚻ࿖ߦࠃࠆ⺋Ꮕߪb ߢ⴫ࠊߐࠇߡ޿ࠆޕ1 ᩴ࡟ࡌ ࡞ಽ㘃ࠦ࡯࠼ߦߟ޿ߡߪ⴫4 ߆ࠄ a ߣ b ߪ౒ߦ 0 ߢ޽ࠅޔ೨▵߆ࠄ✚ว⺋Ꮕߪ0 ߢ޽ࠆߎߣ߇⍮ࠄ ࠇߡ޿ࠆߩߢ⴫7 ߩࠃ߁ߦᢛวᕈߩ଻⸽ߐࠇߚ⹏ ଔ⴫ߣߥࠆޕಽ㘃ࠦ࡯࠼ߩ୘ᢙߪ㨧0㨩ߩ 1 ୘ߥߩ ߢޔ1 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ࠍ⴫ࠊߔd ߩ೉ߦ1 1 ߇ ⸥タߐࠇߡ޿ࠆޕ2 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߦߟ޿ߡ ߪ⴫5 ߆ࠄ a ߣ b ߪߘࠇߙࠇ 0 ߣ 3 ߢ޽ࠆޕ⋧ᚻ ࿖ߦߪ⺋Ꮕ߇↢ߓߡ޿ߥ޿ߩߢ✚ว⺋Ꮕߪߔߴߡ ໡ຠಽ㘃ߦࠃࠆ߽ߩߢ޽ࠆޕ⺋Ꮕߪ3 ߢ޽ࠆߎߣ ߇⍮ࠄࠇߡ޿ࠆߩߢ⴫7 ߩࠃ߁ߦᢛวᕈߦᰳᅤ߇ ޽ࠆߣ޿߁⹏ଔ⴫ߣߥࠆޕ✚ว⺋Ꮕߦߪ⛘ኻ⺋Ꮕ ߩ3 ߣ⋧ኻ⺋Ꮕߩ 0.0625 ߇␜ߐࠇߡ޿ࠆޕಽ㘃ࠦ ࡯࠼ߩ୘ᢙߪ㨧00,01,02㨩ߩ 3 ୘ߥߩߢޔ2 ᩴ࡟ࡌ ࡞ಽ㘃ࠦ࡯࠼ࠍ⴫ࠊߔd ߩ೉ߦ2 3 ߇␜ߐࠇߡ޿ ࠆޕ3 ᩴ࡟ࡌ࡞߅ࠃ߮ 4 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߦߟ ޿ߡ߽หߓࠃ߁ߦߒߡ૞ᚑߐࠇࠆޕ mdcc ಽ㘃ࠦ࡯࠼ߪಽ㘃ࠦ࡯࠼ߩ୘ᢙߩ⴫␜߇ ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩߘࠇߣߪ⇣ߥࠆޕmdcc ಽ㘃 ࠦ࡯࠼ߩ୘ᢙߪ3 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩ㨧012㨩ߩ 1 ୘ޔ4 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩ㨧0011㨩߆ࠄ㨧0240㨩 ߹ߢߩ 9 ୘ޔ5 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩ㨧01181, 01189㨩ߩ 2 ୘߇ߘࠇߙࠇd3,d4,d ߩ೉ߦ␜ߐࠇ5 ࠆޕ 3.3 ⇣ߥࠆᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼㑆ߩᢛวᕈ ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߣ୘೎⋧ᚻ࿖ߩ⾏ᤃࡑ࠻࡝ ࠢࠬߩขᒁ⴫߅ࠃ߮ߘߩⷐ⚂⴫ߢ޽ࠆ⴫2 ߅ࠃ߮3 ߢ␜ߐࠇߡ޿ࠆࠃ߁ߦ໡ຠ✚㗵ߣ⋧ᚻ࿖਎⇇ ߩขᒁ㗵ߪk ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߦ߅ߌࠆ໡ຠ✚ 㗵ߩv(cx(k),x)ߢߪߥߊޔv( WT, )߇೑↪ߐࠇߡ޿ ࠆޕห৻k ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ౝߢᢛวᕈ߇଻⸽ ߐࠇߡ޿ߥ޿ߣ߈ߦߪޔߘߩขᒁ㗵✚㗵ߣ໡ຠ✚ 㗵ߣߩᏅߩv(T,W)v(cx(k),x)߇⺋Ꮕߣߥࠆޕታ ߪߎߩᏅߪᢛวᕈߩ⹏ଔߦ߅ߌࠆ✚ว⺋Ꮕߢ޽ࠅޔ 㧔3-8㧕ᑼߢ␜ߐࠇߡ޿ࠆޕߘࠇߣหᤨߦ㓏ጀ⊛ߦ ᭴ᚑߐࠇߡ޿ࠆ໡ຠಽ㘃ߢߪ⇣ߥࠆᩴ࡟ࡌ࡞ಽ㘃 ࠦ࡯࠼㑆ߦ߅޿ߡ߽⺋Ꮕ߇↢ߓࠆޕߘߩߚ߼ޔห ৻ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߦߟ޿ߡߩᢛวᕈ⹏ଔߣห ᤨߦޔ⇣ߥࠆᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߦߟ޿ߡᢛวᕈ ⹏ଔ߽ᔅⷐߣߥࠆޕ k ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩc(kC(k)ߦኻߔࠆข ᒁ㗵ߩv(c(k),W)ߣਅ૏࡟ࡌ࡞ߣߥࠆk1ᩴ࡟ࡌ ࡞ಽ㘃ࠦ࡯࠼ߩ㓸߹ࠅߢ޽ࠆDS( kc( ))ߩขᒁ㗵 ߩ๺v((c(k)ux),W)ߩᏅࠍਔ⠪ߩ╓ภઃ⛘ኻ⺋Ꮕ ߣߒߡޔ (3-11) v(c(k),W)v((c(k)ux),W) D(c(k)) ߣߔࠆޕ߹ߚޔcߦኻߔࠆ⋧ኻ⺋Ꮕࠍޔ

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8 k ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩขᒁ㗵ߣߘߩਅ૏࡟ࡌ࡞ߩߘࠇߩ๺ߩᢛวᕈ ᩴ࡟ࡌ࡞ c p q D(c) 1  k 1  k 㧔ⓨ⊕㧕 * ) ), ( (c k W v x ) , ( * ) ( W c v k C c

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) ), 1 ( (c k W v x  ) , ( * ) 1 ( W c v k C c

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 )) ( (cx k D ) ( * ) ( c k C c D

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 1  k ࡮ 1  k 㧦 1  k 㧦 1  k ࡮ 1  k 㧦 1  k ) ( 1 k c 0 ), ( 1 k c 㧦 9 ), ( 1 k c 㧦 ) ( ) ( k cmk 0 ), ( ) ( k cmk 㧦 9 ), ( ) ( k cmk ) ), ( (c1 k W v . : . : ) ), ( (c ( ) k W v mk . : . ) ), ) ( ((c1 k W v ux ) ), 0 ), ( ((c1 k W v : ) ), 9 ), ( ((c1 k W v : ) ), ) ( ((c ( ) k W v mk ux ) ), 0 ), ( ((c ( ) k W v mk : ) ), 9 ), ( ((c ( ) k W v mk )) ( (c1 k D . : . : )) ( (cm(k) k D . : . 㧔಴ᚲ㧕⪺⠪૞ᚑޕ 㧔ᵈ㧕k ߣ c ߪ k ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩc C(k)ࠍ⴫ࠊߔޕc ߇ⓨ⊕ߩߣ߈ߪߔߴߡߩ໡ຠޔ*ߩߣ߈ߪ⺋Ꮕࠍ฽߻ ߔߴߡߩ໡ຠࠍ⴫ࠊߔޕpޔqޔD(c)ߩ⴫⸥ߦߟ޿ߡߪᧄ┨ߩ3.2 ࠍෳᾖߔࠆߎߣޕk ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩ⹏ଔࠍ ᗧ๧ߔࠆߚ߼ޔ⺋Ꮕߪޟk㨯ޠߢ␜ߐࠇޔߎߩᓟࠈߦޟkޠߣߒߡDS(ci)ߩขᒁ㗵ߩౝ⸶߇qߦ␜ߐࠇࠆ߇ޔ p ߣD(c) ߪሽ࿷ߒߥ޿ߩߢޟ. ޠߣߔࠆޕ (3-12) D(c(k))/v(c(k),W) E(c(k)) ߣߔࠆޕk1ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩߔߴߡߩขᒁ 㗵ߩ๺ߢ޽ࠆv((cx(k)ux),W)ߪ㧔3-11㧕ᑼߣ㧔2-2㧕 ᑼߦࠃࠅޔ (3-13) ) ), 1 ( ( ) , ( ) ), ) ( (( ) ( ) ( W k c v W v W k c v c D k C c S  x u x   x

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Z Z ߣߥࠆޕ㧔3-11㧕ᑼߦኻߔࠆ໡ຠ✚㗵ߦ߅ߌࠆ⛘ ኻ⺋Ꮕߪޔ (3-14) )) ( ( ) )), 1 ( ( ) ), ( ( k c W k c v W k c v x x x   D ߣ⴫ࠊߐࠇࠆޕߎߩᑼ߇ᧄ▵ߢ⚫੺ߔࠆᩴ࡟ࡌ࡞ ಽ㘃ࠦ࡯࠼㑆ߩ⺋Ꮕߢ޽ࠆޕ ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩขᒁ㗵ߣߘߩਅ૏࡟ࡌ࡞ ߩߘࠇߩ๺ߩᢛวᕈߪ⴫8 ߦ␜ߐࠇߡ޿ࠆޕห⴫ ߦ߅޿ߡขᒁ㗵ߪ⋧ᚻ࿖਎⇇ࠍኻ⽎ߣߒߡޔ໡ຠ ಽ㘃߇ SITC ߩฦᡷ⸓ ߩߣ߈ߪಽ㘃ࠦ࡯࠼ߩᩴ ࡟ࡌ࡞ߩk ߪ 1 ߆ࠄ 5 ߹ߢޔHS ߩ Original ߅ࠃ߮ ฦᡷ⸓ ߪk ߪ 2,4,6 ߣߥࠆޕ໡ຠಽ㘃ࠍ SITC ᡷ ⸓ ߣߒߚߣ߈ޔห⴫ߦ߅ߌࠆᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯ ࠼ߩขᒁ㗵ߩp ߣ q ߩ⴫⸥ߪએਅߩࠃ߁ߦ 3 ㅢࠅ ߦಽ߆ࠇࠆޕHS ߦߟ޿ߡ߽ၮᧄ⊛ߦߪห৻ߢ޽ ࠆޕ 㧔1㧕⴫ 8 ߦ߅޿ߡ c ߇ⓨ⊕ߩߣ߈ޔk ᩴ࡟ࡌ࡞ಽ 㘃ࠦ࡯࠼ߩ໡ຠ✚㗵ࠍၮḰߣߒߚߣ߈ޔk1ᩴ࡟ ࡌ࡞ಽ㘃ࠦ࡯࠼ߩ໡ຠ✚㗵ߣߩᲧセߦࠃࠅᢛวᕈ ࠍ⹏ଔߔࠆޕห⴫ߩp ߪ k ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߦ ߅ߌࠆ໡ຠ✚㗵ߢ޽ࠅޔc ߦߟ޿ߡi i 1n(k)ߩ ขᒁ㗵ߩว⸘ߣߥࠆ໡ຠ✚㗵ߩv(cx(k),W)ߢ޽ ࠆޕq ߪk1ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩ໡ຠ✚㗵ߩ ) ), ) ( ((c k W v x ux ߢ޽ࠆ߇ޔߎࠇߪ㧔3-13㧕ᑼ߆ࠄ ) ), 1 ( (c k W v x  ߣߥࠆߩߢޔ⛘ኻ⺋Ꮕߩp  ߪq3-14㧕ᑼߢ␜ߐࠇࠆޕኻ⽎ߣߥࠆ k ߪ 0 ߆ࠄ 3 ߹ߢߢ޽ࠆޕk ߇ 0 ߩߣ߈ߦ㧔3-14㧕ᑼߦ߅޿ߡޔ ) 0 ( x c ߣߥࠆ߇ޔߎࠇࠍ໡ຠ✚㗵ߩTotal ޽ࠆ޿ߪ T ߢ⴫ࠊߔߎߣߦߔࠆޕߘߩߣ߈ߩขᒁ㗵ߪޔ ) , ( ) ), 0 ( (c W vT W v x ߣߥࠆ 5 ޕ⴫8 ߢߪD(cx(k)) ߇0 ߢߥ޿ߣ߈ߦk1ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߦࠃࠆ ⺋Ꮕߩౝ⸶߇⴫␜ߐࠇࠆޕk ߇ 4 ߩߣ߈ߩ⴫␜ߪ ⋭⇛ߔࠆޕߣ޿߁ߩߪޔ4 ᩴ࡟ࡌ࡞ಽ㘃ࠦ࡯࠼ߩ

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