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定置網の漁獲多様性と投棄に関する一考察

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定置網の漁獲多様性と投棄に関する一考察

著者

山根 猛, 安樂 和彦, 松岡 達郎

雑誌名

鹿児島大学水産学部紀要=Memoirs of Faculty of

Fisheries Kagoshima University

56

ページ

89-92

別言語のタイトル

A Consideration on the Catch Diversity and

Discards Problem of Set-net

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2* ߃ܪఱڠ෠ڠ໐କॲڠش (School of Fisheries, Kinki University, Nara, 742-163, Japan) [email protected]

3 ৅঱ോఱڠକॲڠ໐ݽުࢥڠ໦࿤ (Faculty of Fisheries, Kagoshima University, Kagoshima, 9:1-1167, Japan)

೰౾࿌͈ݽڕఉအ଻͂ൎܤͅ۾̳֚ͥࣉख़

ȁ඾ུႥോ͉ධཤͅಿ̩Ȅ೰౾࿌̦ௌު̯ͦͥ౷֖͜ ཤ٬ൽ״܅̥ͣؗථ̞̹͂̽Տێఝ̥ͣՏ෎ఝ֖̤͢ͅ ͐ȃ೰౾࿌ݽު́ݽڕ̯ͦͥݿਅ͉ௌުાਫ਼͈౷ၑഎպ ౾ͤ͢ͅݽڕਅତ̷̱̀ਅழ଼͉ఉအ̜́ͥ2-7ȫȃݿਅ ͈ఉအ଻̷͉̦ͦͣક๯̯ͦͥ౷֖എ̈́අಭͬࠨ೰̳ͥ ਹါ̈́ˍ֦ঊ̜́ͥȃ਋൲ݽߓ̜́ͥ೰౾࿌͉Ȅ୭౾ા ਫ਼ਔ༏ͅြဋȆతၣ̳ͥݿ႒ͬచયͅௌު̳̭̥ͥ͂ͣȄ ̷͈ݽڕၾ̤͍͢ਅழ଼͉ਅ͈ܬ୯ٝဋশܬ̞̹͂̽୆ ໤ါ֦͈גޣͬෝ൲ݽߓͅ๤͓̀ޑ̩਋̫ͥȃུݽު͈ ݽڕၾ་൲Ȇඅ଻̞͈̾̀ͅ౶ࡉ͉8-25ȫఉତ̜͈͈ͥ͜Ȅ ຈ̴̱͜೰ၾഎͅାၑȆ࠿൦̯̞̞ͦ̀̈́ȃ ȁ༷֚Ȅਅ͈ఉအ଻͉൚ڂ֖͈́ईڕȆൎܤ࿚ఴ͂͜ྟ ୪ͅ۾߸̳̭̥ͥ͂ͣȄޭ͛̀ਹါ̜͈͈́ͥ͜Ȅ౯༌ എ̈́ম႕̜́ͤȄຈ̴̱͜਱໦̈́ၑٜ͉ං̞̞ͣͦ̀̈́ ̠̜́ͥ͢ȃ̷̭́Ȅུࡄݪ͉́Ȅ೰౾࿌͈ݽڕඅ଻ͬ ບث̳̹ͥ͛Ȅ୆໤౷ၑڠഎ̈́ਅ͈໦ື֖͈௖֑ͬ฽ד ̳̭̦ͥ͂ထே̯ͦͥକလ̬ਅ͈ఉအ଻ͅઙത̜ͬ̀Ȅ କလ̬ၾ̷̱̀ൎܤݿਅȆၾ͈̠͂̓͢ͅ۾߸̱̞̀ͥ ̥̞̾̀ͅ࠿൦̳̹͈ͥ͛ܖய঩ၳͅ঩̳̹͛Ȅಎ֌ഽ ౷֖ཤ໐Ȫ୷ဩࡇ܁५სȫȄಎ֌ഽ౷֖ධ໐Ȫ৅঱ോࡇ ٳ໳಴ؗȫ́ௌު̯ͦͥ೰౾࿌ݽުͬచયͅম႕ࡄݪͬ ৘ঔ̱̹ȃ Abstract

In set-net fi shery, generally many species (including non-commercial species) are caught but with only a small number for each species. We can, therefore, describe that the set-net catch multi-species with a small quantity for each species. The catch diversity is refl ected in the biological process such as distribution or behavioral pattern of species near the set-net. Generally, both the quantity of catch and its composition are closely related with each other. For effective management of coastal resources, it is necessary to clarify the relationship between the quantity and discards problem of this fi shery. The data used in the analysis represent the daily total catch from set-net operated in Chiba and Kagoshima prefecture during 1996, 1999 and 2000 fi shing period. Although there are differences in the fi shing ground, results suggest that the diversity of catch species in the area was closely related with the amount of landing, which is therefore an important factor in the discards problems of set-net fi shery.

५आȁ࿊ ,

2

*ȁհᖱგ຃ ,

3

ȁઐؖో჊

3

A Consideration on the Catch Diversity and Discards Problem of Set-net

Takeshi Yamane,

1

* Kazuhiko Anraku,

2

and Tatsuro Matsuoka

2

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90 ৅঱ോఱڠକॲڠ໐ܮါȁలĶķےȪijııĸȫ ঩ၳ ȁ঩ၳ͉ͅȄFig. 2 ͅা̳୷ဩࡇ܁५ს́ௌު̯̹ͦఱ ߿೰౾࿌Ȫ2::7 ාഽݽܢȫȄ̷̱̀৅঱ോࡇٳ໳಴ؗ Ȫ2:::Ȅ3111 ාഽݽܢȫ́ௌު̯̹ͦ඾༆ਅ༆କလ̬ൡ ࠗͬဥ̞̹ȃ ࠫض ȁ඾ུ൐܅֖͈́೰౾࿌ݽાͅ֊ව̱̩̀ͥࡢఘ߲ၾ ͉Ȅࣱಲඤ௰֖ͅ໦ື̳ͥ״܅଻ਅ͈໦ືྟഽ̷̱̀Ȅ ၠ৊͈պ౾̽̀ܰ͢೰̯̞ͦ̀ͥ26ȫ ̳͂ͦ͊Ȅܖུഎ ࣱ͉ͅಲସႁͤ͢ͅ೰౾࿌͈କလ̬ၾȆਅழ଼͉ଷࡠ̯ ͦͥȃࣽٝဥ̞̹঩ၳ͉́൚ڂܢۼ͈କأૂ༭̦ܱश̯ ̞̞̭̥ͦ̀̈́͂ͣȄࣱಲ͈͂۾߸̞͉̾̀ͅ࡞ݞ̱̈́ ̞̭̳͂ͥͅȃ ȁ̴͘Ȅܖུ঩ၳ̜́ͥȄ඾༆କလ̬ၾ͈ΪΑΠΈρθ ͬা̳ȪFig. 3ȫȃௌުાਫ਼͈௖̴֑̥̥ͩͣͅȄକလ̬ ၾ̴ֲ͉̞ͦ͜ͅମ̩ͬ֨໦ື߿ͬা̳ȃ̭͉ͦ೰౾࿌ ๊͈֚എ̈́କလ̬ၾ͈໦ື߿̜́ͥȃ൚ڂݽܢಎ͉́ઁ ၾݽڕ͈ອഽ̦̩ࣞȄఉၾݽڕ͉ତ႕ً̨̞̈́ͅȃࣱಲ ֖̤̫ͥͅఈ͈೰౾࿌ݽા͈́କလ̬ၾ͈ອഽ໦ື͜൳ ֚ΩΗȜϋͬা̳ȃ̭͈̠̈́͢໦ື߿͉೰౾࿌͈ܖུഎ ̈́କလ̬ၾ͈ອഽ໦ືΩΗȜῧ͙̀ओ̱঑̢̞̈́ȃ ȁൎܤ͂ྟ୪ͅ۾߸̳ͥକလ̬ਅ͈ఉအ଻͂କလ̬ၾ ͈۾߸̞̾̀ͅ࠿൦̳̹ͥ͛Ḙ̭͉̏́༫گഎ̈́ఉအ ଻ͬা̳ΏλΦϋ͈ఉအഽঐତ27ȫȪϺȫͬݥ͛ାၑ̱ ̹ȪFig.4ȫȃ̴͘Ϻ͈໦ື߿̞̾̀ͅ࠿൦̱̹ȃࠫض͉Ȅ ڎݽા́ං̹ͣͦϺ͈໦ື߿͉ୃܰ໦ື̜́ͥ͂ࡉ̀ओ ̱঑̢̞̈́ȃ ȁϺ͉ಎ֌ഽཤ໐֖͈༷̦ධ໐֖ͅ๤͓̀೩౵̜̭́ͥ ̦͂ထே̯ͦͥȃ̷̭́Ȅକလ̬ၾ͂Ϻ͈۾߸ͬ༫گഎ ͅାၑ̳̹ͥ͛ͅȄFig.3 ͅা̳କလ̬ၾ͈ڎٴݭ౵ͅ చ؊̳ͥϺ͈໹޳౵ͬݥ͛କလ̬ၾȪٴݭ౵ȫΈσȜί ͅ໦̫ठାၑ̱̹ȪFig. 5ȫȃڎݽા͈́Ϻ͉Ȅ಺औාഽ ̷̱̀ݽા̦։͈͈̈́ͥ͜କလ̬ၾ͈۾ତ̱͂̀ାၑ́ ̧̹ȃϺ͉କလ̬ၾ͈௩ح̾ͦ̀ͅࡘઁ̢̳̞ͥ͂ͥȃ ̾ͤ͘କလ̬ၾ͈௩ح͉ݽڕਅழ଼ͬఉအ͈̥̈́ͣ͜ౙ ੗̈́ழ଼̠̈́ͥ͢ͅͅैဥ̳̭ͥ͂ͬփྙ̱̞̀ͥȃ̭ ͉ͦ೰౾࿌͈କလ̬ၾ͈ອഽ໦ື߿ֲ̦ͅମ̩ͬ֨໦ື ߿Ȅ̾ͤ͘ܖུഎ͉ͅઁၾݽڕ͈ອഽ̦̩ࣞȄ֚ݽܢͅ ତഽ͈ఱၾȪݿਅତ͉ઁ̞̈́ȫ̹̳ͬͣ͜৘ఠͬ໤ࢊ̽ ̞̀ͥȃ ȁକလ̬ਅତ͂ൎܤਅତ͈۾߸̞̾̀ͅȄ୷ဩࡇ܁५ს ͉́Ȅକလ̬ਅତ͂ൎܤਅତ͈ۼ͉ͅୃ͈௖۾̦̜̭ͥ ̦͂ঐഊ28ȫ ̯̞ͦ̀ͥȃ༷֚Ȅକလ̬ၾ͂ൎܤၾ͉࿌ ܰ࿅Ȅ୭౾କ૬̽̀͢ͅ։̈́ͤȄ઀߿೰౾࿌̷̱̀ೲ௄ ೰౾࿌͉́କလ̬ၾ͈௩ح̾ͦ̀ͅൎܤၾ̦௩ح̳ͥȃ ༷֚Ȅఱ߿೰౾࿌͉́ஜ৪͈̠̈́͢߹͉࢜෇̞͛ͣͦ̈́ 28ȫ ȃਅତ̤͍͢ழ଼͉൳֚ݽા̜́̽̀͜ܬ୯എͅ་൲ ̳ͥȃ̯ͣͅȄକလ̬ਅତ͂ൎܤਅତ͉ͅ౷ၑഎȄ̷̱ ̀ܬ୯എ̈́་اȄ̯ͣͅൎܤਅ̞͉̾̀ͅݽڕ̯̹ͦ͂ ̧͈ેఠȄક๯ࠁఠ͈౷֖എ̈́ओ։̈́̓։ৗ֦̈́ঊ̦ޑ ̩ैဥ̳̭̥ͥ͂ͣȄൎܤၾ͂କလ̬ၾ͈۾߸͉་ا̳ ͈͉ͥ൚ட̜́ͥȃ ȁڎ೰౾࿌ݽાͅ֊ව̱̩̀ͥݿ͈ࡢఘ߲ၾ̷̱̀ਅழ ଼͉ਅ͈౷ၑഎ໦ືȄܬ୯എ̈́֊൲ͬ฽ד̱̀শۼ͂͂ ͜ͅ་ا̳ͥȃ༷֚ȄFig. ːͅা̳Ϻ͂କလ̬ၾ͈۾߸ ̞̾̀ͅାၑ̱̹ࠫض͉Ȅݽા͈౷ၑഎպ౾Ȅ̷̱̀ා ഽ̦։̞͈͈̈́̽̀ͥ͜ȄϺ͉କလ̬ၾ͈۾ତ̱͂̀ା ၑ̯̹̭̥ͦ͂ͣȄϺ͉೰౾࿌͈ݽڕඅ଻ͬা̳ܖུഎ ̈́ঐດ̈́ͥͅخෝ଻ͬাऐ̳ͥȃ̯ͣͅȄൎܤၾ͂Ϻ͈ ۾߸̞͉̾̀ͅȄܡ༭29ȫ ́੆͓̹̠͢ͅϺ͈۾ତ̱͂ ̀ାၑ̯̹ͦȃ̭͈ͦͣࠫض͉Ȅ೰౾࿌ݽު͈ݽڕඅ଻ ͬ฽ד̱̞̀ͥ͂ࡉ̀ओ̱঑̢̞̈́ȃ ȁ༷֚Ȅൎܤݿ͈ݿਅழ଼͞ൎܤၾ͈ఉس͉Ȅକလ̬ ݿ͈ݿਅழ଼͞କလ̬ၾ͈ఉس̜ͥ͜ͅ೾ഽջం̳ͥ ̭̦͂ထே̯̞ͦ̀ͥ28ȫ̷͈͈͈͜ߓఘഎ̈́ບث༹ͅ ̞͉̾̀࡞ݞ̯̞̞ͦ̀̈́ȃൎܤ͈ါ֦̞̾̀͜ͅ਱ ໦ͅ෤՜̧̞̞࡛́̀̈́ે̤̞̀ͅȄܖུ঩ၳ̱͈͂̀ DPUE 2:ȫ͈ව਀̦ࣾඳ̈́ાࣣȄ಺औచયݽા͈́඾༆¦ ਅ༆କလ̬ൡࠗ঩ၳͬܖͅȄ୆໤ਅ͈౷ၑഎ໦ືͬ฽ד ̳ͥϺ֚ͬষ߃য̱͈͂̀ບثঐດ̱͂̀၌ဥ̳̭ͥ͂ ͈ခ࢘଻̞͉̾̀ͅࢵͅম႕࠯ࡄݪͬୟ͙ਹ͇࠿൦̳ͥ ຈါ̦̜̠ͧȃ ȁུࡄݪͬ৘ঔ̳ͥͅष̱̀Ȅܲਹ̈́಺औ঩ၳ͈֨ဥͬ ١ౄ̞̹̺̞̹൐ނ٬ဢఱڠਝ५ୄඵฎআȄ̷̱̀ٳ໳ ಴͈ؗ঩ၳͬ೹ރ̱̞̹̺̞̹̀ٯအͅ૬৫̱̳͘ȃུ ࡄݪ͉໲໐شڠજࡄݪ༞੩߄ܖ๕ࡄݪȪAȫȄهఴ๔࣢ 27319129 ̽̀͢ͅ৘ঔ̯̹̭ͦ͂ͬັܱ̳ͥȃ ໲ࡃ 1ȫ!आུٗ୆Ȇ୞ॄฎ๼ȅ௖࿅ს͈೰౾࿌̤̫ͥͅݽڕඅ଻Ȅ ݿਅழȄ଼ݽڕၾ͈་൲අ଻ȅକॲ٬ဢࡄݪ 2::9Ȉ73ȇ 4:3.4:8ȅ ˎȫ!ۉ໐૞ඵȆعॄȁୃȆ૬୼݅ণȅ໹ګ౷ߊ͈೰౾࿌͈ݽ ڕඅ଻̞̾̀ͅȅ֟ઽࡇକॲদࡑાদࡑ༭࣬ 2:72Ȉ46ȇ 8:.:1ȅ ˏȫ!๑೓ȁژȆਕୄୃᎢȆგനဢ௬Ȇനಎٗࢨȅނസຸ״܅٬ ֖̤̫ͥͅ೰౾࿌ݽުඅ଻ͅ۾̳ͥࡄݪ Jȅނസຸ٬ဢΓ ϋΗȜࡄݪ༭࣬ 2:9:Ȉ23ȇ64.71ȅ ːȫ!໹ઐో౳ȅ໛ؖს࢛͈ٸ٬କ֖ͅົ୭̯̹ͦ೰౾࿌ݽڕ໤

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͈ࠐා་ا൲̞࢜̾̀ͅȅ໛ؖࡇକॲদࡑાࡄݪުྩ༭࣬ 2:91Ȉ64ȇ4:.57ȅ ˑȫ!ᚰനࢬ෗ȅཅஜ٬͈઀߿೰౾࿌̤̫ͥͅన࿌պ౾༆ൎܤݿ ਅழ଼ȅ඾କধ 2::8Ȉ74ȇ54.5:ȅ ˒ȫ!༌५ੳٚȆ౻ന஝໹ȅ඾୆٬֖̤̫ͥͅ઀߿೰౾࿌͈ݽڕ ໤අ଻ȅؖ५ࡇକॲদࡑા༭࣬ 2:97Ȉ2ȇ251.258ȅ 7)!२֔നঃ૶Ȇआུٗ୆Ȇಅඤୃ֚ȅ૰ජ୼ࡇ२׆౷ߊ೰౾ ࿌ݽા͈ݽڕඅ଻ͅ۾̳ͥൡࠗഎࡄݪȄ൐ނକॲఱڠࡄݪ ༭࣬ 2:::Ȉ97ȇ66.78ȅ 8ȫ!ຩ࢛ੳ௱ȅକॲ٬ဢࡄݪ 2:9:Ȉ64ȇ278ȅ ˕ȫ!ഘȁ࠲ংȅ௖࿅სඤ೰౾࿌ݽڕ໤͈ழ଼ͅ۾̳ͥൡࠗഎࣉ ख़ȅକॲ಩൐٬ߊକॲࡄݪਫ਼༭࣬ 2:88Ȉ9:ȇ2.27ȅ 21ȫ!आུٗ୆Ȇୄକȁ୍ȅ௖࿅სୌગ౷ߊ೰౾࿌ݽા̤̫ͥͅ ݽڕඅ଻ȅ඾କধ 2::8Ȉ74ȇ:58.:66ȅ 22ȫ!೚࿤ࣈጳȆಿനٶຳȅ઀߿೰౾࿌͈ࢹ௮͂ݽڕ໤ழ଼ȅఱ 

Fig. 1. Sampling sites.

Fig. 2. Frequency distributions of total landing (Ct ;kg) for two fi shing grounds. The upper half shows total landing (Ct ;kg) for Tateyama and the lower half shows that for Kaimon.

Fig. 3 Frequency distributions of diversity index (Ǭ) for two fi shing grounds. The upper half shows for Tateyama and the lower half shows that for Kaimon. Diversity index (Ǭ) =㪄Ǜ

(ni/N)log (ni/N):ni, numerical value indicating the importance

of each species; N, Sum total.

Fig. 4. Relationship between total landing (Ct;kg) and diversity index (Ǭ) for two observation sites(the upper half for Tateyama, and the lower half for Kaimon).

Diversity index(Ǭ) =㪄 Ǜ (ni/N)log (ni/N):ni, numerical value indicating the importance of each species; N, Sum total.

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92 ৅঱ോఱڠକॲڠ໐ܮါȁలĶķےȪijııĸȫ िຸକॲদࡑાࡄݪ༭࣬ 3112Ȉ24ȇ56.71ȅࣞޘୄࢣȆષ നࡋ֚Ȇড়ݛܔ࢕჊ȅ! 23ȫ!ຩ࢛ੳ௱ȅ೰౾࿌ݽڕ໤͈අ଻͂ݽા͈႒߿اͅ۾̳ͥൡ ࠗഎࡄݪȅ२ਹࡇକॲܿ੅ΓϋΗȜ༭࣬ 2:97Ȉ2ȇ24.33ȅ 24ȫ!ളၖȁഴȆ૯ණۘ೰ȅ෥ཹඩ̤̫ͥͅ೰౾࿌͈ݽڕ໤͈৘ ఠ಺औȄࣝ୼ࡇକॲদࡑાমު༭࣬ 2:8:Ȉ63ȇ242.249ȅ 25ȫ!઀୼د຃ȇକॲ٬ဢࡄݪٛ༭ 2:82Ȉ29ȇ268.275ȅ 26ȫ!઀ฦȁ঒ȅݽު͈ၑა͂৘षȅ଼५൴੥ഝȄ൐ނ 2::5ȅ 27ȫShannon C.E.and Weaver W. The mathematical theory of

communication. University of Ilinois Press, URBANA, 1964. 28ȫਝ५ୄඵȅ୷ဩࡇ܁५ს͈೰౾࿌ݽު̤̫ͥͅݽڕ໤͈ൎ

ܤ৘ఠȅ൐କఱࡄ༭ 2::8Ȉ93ȇ64.75ȅ

29ȫYamane T. A consideration on the set-net discards problems. The Steering Committee for the Colloquium on Fishing Technology. Round Table Meeting for Fishing Technology. No. 50. International Seminar on Field Survey for Evaluation of Discards in Capture Fisheries with a Standardised Method.30-31 (2005). 2:ȫMatsuoka T. Sampling and estimation of discards in

multi-species fi sheries. in The International Conference on Integerated Fisheries Monitoring 1999. FAO, Rome, 197-207.

Fig. 3  Frequency distributions of diversity index (Ǭ) for two  fi shing grounds. The upper half shows for Tateyama and the  lower half shows that for Kaimon

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Then it follows immediately from a suitable version of “Hensel’s Lemma” [cf., e.g., the argument of [4], Lemma 2.1] that S may be obtained, as the notation suggests, as the m A

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Our method of proof can also be used to recover the rational homotopy of L K(2) S 0 as well as the chromatic splitting conjecture at primes p > 3 [16]; we only need to use the