x) = g · f(x) <latexit sha1_base64="lS0k9uBbvw0LpIjQ69EQpu97kAw=">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</latexit> ¥ ؔG9ˠ:͕܈(ͷ࡞༻ʹରͯ͠ಉมʢFRVJWBSJBOUʣͰ͋Δ <latexit sha1_base64="5ZYyyFqCOKeG/NzVXEbOAjqJ7pg=">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</latexit> X X Y Y g· f f g· ճసߦྻ͕࡞༻͢Δ ϕΫτϧɾςϯιϧ ճసߦྻ ճసߦྻશମͷ ͳ͢ू߹ ཧݱͷੑ࣭ͷөରশੑΛهड़͢Δֶಉมੑ
x) = g · f(x) <latexit sha1_base64="lS0k9uBbvw0LpIjQ69EQpu97kAw=">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</latexit> ¥ ؔG9ˠ:͕܈(ͷ࡞༻ʹରͯ͠ಉมʢFRVJWBSJBOUʣͰ͋Δ <latexit sha1_base64="5ZYyyFqCOKeG/NzVXEbOAjqJ7pg=">AAA1PHiclVvLchzLcYVk2ZYg2b6yl9pUXJCSbIMwQNIhLRSKizdADN5vcngZPd05PU30i101DYCj8Vf4e/QF+gHtvVNo44U39sJZVV2TWT0NXhsRBDrPqcqux8nKnJ7moEwTqVZX//i97//FD/7yr/76hz9a/PFP/uZv/+6rn/79lSzGVQiXYZEW1c0gkJAmOVyqRKVwU1YQZIMUrgd3m5q/rqGSSZFfqMcS3mdBnCfDJAwUQh++GvYHECf5RCV3n8Noungj+kH1rloWX8eiH0aF+vq9QSJEhnj9c3HD7cV+f/G2o8vPxe1iH/LI+f3w1dLqyqr5EfMXa83F0jdf9//53//4zePJh5+++n0/KsJxBrkK00DKd2urpXo/CSqVhClMF/tjCWUQ3gUxvMPLPMhAvp+YBZmK54hEYlhU+C9XwqC8xyTIpHzMBtgyC9RItjkNdnKDrHVnNfz1+0mSl2MFeWhvPBynQhVCr7aIkgpClT7iRRBWCY5dhKOgCkKFe+J51gvl+Z7ou6uiSOV0ruELvVX9HO7DIssCXOZ+lAyH03cv30/6Q/Q+icTS2lT/fjmdCvG8qKIkDyo9jOEQKlzTJEh9B2XLQ7/USx2kxhEZ6M/vl+Szjvqm4l+EuSveNMlfaFWK/8PNcQHp9nRjdMbvzHw69GmX4zxR03dr6E/09UpW2eTd0tp7sxyaE/eJGgn5aRxUIAY44ztQ0ncRKDugFIZqRQ+nXyXxSP3uw2R+GSJIcb1b4CWu3CCbXLYbX1n8CvHnwmPAMjC/ymVV0Gh+g6NZxiVpRvTbOT9XQWUn30xd26Znf0IT6c/ff9vrtd3dx1+kgbR9dMvfsVWaLi4uPtc/4mj7WhyuX+yJre2d/aP9i/3jo3NhqMWuwFvGvzps5bKONhzhYVDdCYlxhCeWFMVQhEFpr3WEV4AKqJI81kEXJXUiXbNhEo8raG0qgnqk0wkudiZ+2cPrf2zPCduEqCmoXKtNY3W1M3N1zc600dVKFaVrc1GUXS0GhVJF5hptGGuuXTPvwDULnmoxcC0GT7UIXYvwqRaRaxHpFrgNezi7VM9QBALb60MNhhiMkcC1yXwfeK1BowxU9FCfIkYQYsdsit01PDJhWaTFPVQvQkxiK4sYR0OzrDBcWpvYDfy3PloT46CrOw43UUG6InZQDFLhwaD3XuodQ9563HEed9oeDa3uC3fPpZfNXaVwjQTOqDFeuh54bETUZenV0uu5bsuzPu7qFXf12kzn3Kr6i8uByreDb0LAW48OB25BbO9z1/u8o/eZ62US1n0xi7KV2cLYu0uzMrMYfGJp2g5HFUDbJfO39GreI60a8/1q3neQC8BN0J07lgw+2Tm7Jk9P2vMzLkuohPZj3Ww3bra73KyLKrindW85e/HiRVAXSSTGUh9NyVCUhZQJlmXWdZkGGDqN/6dHp6uFEiOpY46asd2bNv/vSTaONmeONr/TEc45j8GcwbattD4MPBsRSsXRztWLF0/KBEcXpHGB1dEo65gncnZ0s0ZfnChzNTfTdedqvcOVE7y7H05i5uvLh8GF12n9OzvNLaquZpqZM/Vp1A5XX31pU2z/tnpPZv1P/P5uprMb4Kj19ZMDbgQHSarFmuoLm+j1VeNvmBZFZWhzZXlz2TRYM5XNWjvbqAoDYWpLjjBIJ1vtBnWQJhFv8GFWn1hqOucSpOruYJjpbEZQSp3jSpmkRd7kpzN0UWSiDqokwGh1+gYVTLTnB5UXVYZen/URejZ1y1m16ICYgc8MiAl9JiQm8pmIGPAZIGboM0NiYp+JiRn5zIiYxGcSYj76zEdi7nzmjpjUZ9KpkXGViURixOIH1uhRH3Z2B5fFx7FUIiryXyihP9ihHB/1yeNtjMga37nvO6e7Fj5TEFP6TEnMJ5/5REzlMxUx0mckMcpnFDFjnxkTU/tMTcy9z9wT8+AzD8Q8+swjMZ995vPUlnkuADAzF7PjvW6CZGJDaTBkYTMbtxrZKHEtjM14xnF4QDCLjTokmAVGHRHMoqIGgllI1EOCWTzUMcEsGOoRwSwS6jHBLAzqjwSzGKjvCGYBUKcEpwzOCM4YzBaar3BBMBNzXRLMlFx/IpjJuK4IZhquJcGSbyrBqntNuHRrgplu63uCmWjrB4KZYutHgplc688EO61up6AfEJlPe1WHbsGKrvNcBqu8zpMZrPw6z2awGuw8ncEKsfN8BqvGzhMarCQ7z2iwuuw8pZF78pwGq9DOkxqsTDvParBabZ/Wjst8LuPckycxWOl2nsVg9dt5GoMVced5DFbJnScyWDl3nslgNd15KoMVdue5DFbdnSczWIl3ns1gdd55OoMVe+f5DFbxT5/QGAtVEs4qlGyd4mOdwibbIHiDwZsEbzJ4i+AtBm8TvM3gHYJ3GLxL8C6D9wjeY/A+wfsMfkPwGwYfEHzA4B7BPQYfEnzI4COCjxh8TPAxg08IPmHwKcGnDD4j+IzB5wSfM/iC4AsGXxJ8yeArgq8YfE3wNYNvCL5h8C3Btwx+S/Dbp49XX3RgVcc0us70a6THuA3ObfrcJue2fG6Lc9s+t825HZ/b4dyuz+1ybs/n9ji373P7nHvjc284d+BzB5zr+VyPc4c+d8i5I5874tyxzx1z7sTnTjh36nOnnDvzuTPOnfvcOecufO6Cc5c+d8m5K5+74ty1z11z7sbnbjh363O3nHvrc072V7yEqD+D+RyBn11XZ33rIoeJ+zzrsGxsoX5GSWNWE2vcr4frBmbIwCJUh5gqBBGqPkztgQjVHHUzEqo0TJ2BCNUXprpAhKoKU1MgQrWEqSQQoQrC1A+IUN1gqgZEqFowtQIiKVsHi1BlYOoCRHK2fhahKsDUAIhQ7jeZHxHK+CbfI0J53mR5RCRbcItQTq+bbWGbUluE8rfJ3ohQ1jY5GxHK1SZTI0IZ2uRnRLqqUb8MrYO0HOn9Nn9nCqwHjTiMLhxIH7XoyURDpUE2iHQPe0FEkUGscfOXYCNJLUcHoENE8DdBMokz3dX8JdgJtxHtbCKTCR//RIvVWSjWkCwUasQmNbFfalkLBTokC8UZk4XCHJGFw2VjRUF+JAvFeMfWZqJFOJv5RAvQWbiYbBVRfAVbkokWnbNQdJ/IQsFVbKUmWmizBZpokTkLF5otMwqsJgvFdU8WCuuBLBTVI1koqM/T5jsvzLMPFjc5FnVGudVkVkQoo5p8igjlUZNFEaHsaXLnIGM502RMRChTmjyJCOVHkx0RoaxociIilAtNJkSEMqDJf4hQ3jNZDxHKdibXIUI5zmQ4RCizmbyGCOUzk80QoSxmchgilLtM5kKEMpbJV4hQnjJZChHKTiY32e9rHXI1cd/UOuTaIpR/TPZBhLKOyTmIUK4xmQaRt2wHKS8MeFrITkbNQdzHK7Z6LvQ102vCfza5JoY1d27j2KjoAnKp33zYgjANKkBRjdb1CYR3tMWeHCb6USnkYREleYzOgnGqETmcXWfTidRPec9BPeVgUKTRd7kZPEwxCNtPavPm22OTNxt/5il1MzVl68tcMvWrDYeR/tWmwygC1JbDKAbUtsMoCtSOwygO1K7DKBLUnsMoFtS+wyga1BuHUTyoA4dRRKiewygm1KHDKCrUkcMoLtSxwygy1InDKDbUqcMoOtSZwyg+1LnDKELUhcMoRtSlwyhK1JXDKE7UtcMoUtSNwyhW1K3DKFrUW4fZigyFvFsF5ciysfucG3ofN+INBpMu4k0GkzTiLQaTOuJtBpNA4h0Gk0biXQaTTOI9BpNS4n0Gk1jiNwwmvcQHDCbJxD0Gk2riQwaTcOIjBpN24mMGk3ziEwaTguJTBpOI4jMGk47icwaTlOILBpOa4ksGk6DiKwaTpuJrBpOs4hsGk7LiWwaTuOK3DHYV/7l590fTcvYUZcDEJTcIJW3JTUJJWnKLUKOs52LLfJMxliACIUEJvHUKkdheFgMIA42rUSLFfTFOI4TQAiHN9x5YS44roV9VK1J0pN93gYcSa0vzZa77Sn2H7kjqlLuEkjjlHqGkTblPKElTviGUlCkPCCVhyh6hpEt5SCjJUh4RSqqUx4SSKOUJoaRJeUooSVKeEUqKlOeEkiDlBaGkR3lJKMlRXhFKapTXhJIY5Q2hpEV5SyhJUb4ldPbIJce6D8xHiMA+bGmKQKAKoOcX/7o8XCcLpbpBFkp0kyyU5hZZeNhtk4Ui2iELxbNLFopmjywUyz5ZKJI3ZKE4DshCUfTIQjEckoUiOCILN/+YLNz0E7Jws0/Jwk0+Iws395ws3NQLsnAzL8nCTbwiCzfvmizctBuycLNuycJNesvu11RaTZWltwz4lilbceGRouPXvH2KQWzRZfPOYTFWAssdcY8prYTKL4iAKiKvGmpur2YaMA3nCkEw5RK06iUwBRO0KiYwJRO0aiYwRRO0qiYwZRO06iYwhRO0KicwpRO0aicwxRO0qicw5RO06icwBRS0KigwJRS0aigwRRS0qigwZRS06igwhRS0KikwpRS0aikwxRS0qikw5RS06ikwBRW0KiowJRW0aiowRRW0qiowZRW06iowhRW0KiswpRW0aiswxRW0qisw5RW06iswBRawCgs/KWDKUdUYxDiPoEof9UtLUaACEUMOFWYbbScSlT4Y69TTfnkYm04n5YdJv8omxjCJT3uFrEyqJDQv61L/2buDg0eT7sxrIPommB9bvt0bIqNA4Sd1/xZeyxPe8mTaNZisiCD90kRMg9lMrDV3n6bRyZcalSpJI2ha9o0xG/2sBx4TqghHgdQvhgdjVZhPUFB5I2y9wFraNrMxNl3mBxCB186aHe0qJPDQce2siVoIzTM0v3EalGkQwnT2Rk2vAabiuWiu/eVdbL1fPMt42+2B9CR7aafXZs+mPLe3Ts2sZGvcItNq6p67+UQF8XT2JK1NhYrmqK1kmEDVdi2LocqCB2rpgHY7TBaFeYnJPmSb91KmYz37z/pJgM8e9Kb8DaaD3twG6ne7vRe92/4V/gkq3PuqYC3P5zZgs6iJ1oYW6HWRDqsg0w+kRvdFhQWqDB6leNb79uUz/faO+U8W49y+hSpL3H9p3h571oc0ZW3cA9HnYgMTIIZ8rn89YrxDpt9i01Wwdcpa61dIi3FscqYpihMFy8a9LERUgHZ3n9wlJURJsNJ6BbmoslQ/vJ9Oet+uTjvIIgfNrXVx6t70e9nFlZopOxijhd63/SQfqsd26JSB/n8KuMsngQ6Wc8CzVgYxiCQXedEU9AoeVsTmqJB6eQpdAIYjsYWffXP4hRSDorhbWfQe5xyX+nQuqn9CjVexGQD+7S/rqy811OekbYhX3S6NWrGZ+f1EiwsU1IV+wy8F1Q8GGGdpcT+oILj78NXSWvv/98xfXL1cWfvXldXT1aVvNhbszw8Xfrbw9cIvF9YWfrXwzcLewsnC5UK48IeF/1z474X/ef371//x+k+v/2ybfv97TZ9/WPB+Xv/X/wKfEYxh</latexit> X X Y Y g· f f g· ճసߦྻ͕࡞༻͢Δ ϕΫτϧɾςϯιϧ ճసߦྻ ճసߦྻશମͷ ͳ͢ू߹ YΛճస͔ͯ͠ΒGͰ มͨ͠ͷ ͱ YΛGͰม͔ͯ͠Β ճసͨ͠ͷ ͕͍͠ ཧݱͷੑ࣭ͷөରশੑΛهड़͢Δֶಉมੑ
x) = g · f(x) <latexit sha1_base64="lS0k9uBbvw0LpIjQ69EQpu97kAw=">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</latexit> ¥ ؔG9ˠ:͕܈(ͷ࡞༻ʹରͯ͠ಉมʢFRVJWBSJBOUʣͰ͋Δ <latexit sha1_base64="5ZYyyFqCOKeG/NzVXEbOAjqJ7pg=">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</latexit> X X Y Y g· f f g· ճసߦྻ͕࡞༻͢Δ ϕΫτϧɾςϯιϧ ճసߦྻ ճసߦྻશମͷ ͳ͢ू߹ YΛճస͔ͯ͠ΒGͰ มͨ͠ͷ ͱ YΛGͰม͔ͯ͠Β ճసͨ͠ͷ ͕͍͠ ཧݱͷੑ࣭ͷөରশੑΛهड़͢Δֶಉมੑ
G, ∀x ∈ X, f(g · x) = g · f(x) <latexit sha1_base64="lS0k9uBbvw0LpIjQ69EQpu97kAw=">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</latexit> ¥ ؔG9ˠ:͕܈(ͷ࡞༻ʹରͯ͠ಉมʢFRVJWBSJBOUʣͰ͋Δ <latexit sha1_base64="5ZYyyFqCOKeG/NzVXEbOAjqJ7pg=">AAA1PHiclVvLchzLcYVk2ZYg2b6yl9pUXJCSbIMwQNIhLRSKizdADN5vcngZPd05PU30i101DYCj8Vf4e/QF+gHtvVNo44U39sJZVV2TWT0NXhsRBDrPqcqux8nKnJ7moEwTqVZX//i97//FD/7yr/76hz9a/PFP/uZv/+6rn/79lSzGVQiXYZEW1c0gkJAmOVyqRKVwU1YQZIMUrgd3m5q/rqGSSZFfqMcS3mdBnCfDJAwUQh++GvYHECf5RCV3n8Noungj+kH1rloWX8eiH0aF+vq9QSJEhnj9c3HD7cV+f/G2o8vPxe1iH/LI+f3w1dLqyqr5EfMXa83F0jdf9//53//4zePJh5+++n0/KsJxBrkK00DKd2urpXo/CSqVhClMF/tjCWUQ3gUxvMPLPMhAvp+YBZmK54hEYlhU+C9XwqC8xyTIpHzMBtgyC9RItjkNdnKDrHVnNfz1+0mSl2MFeWhvPBynQhVCr7aIkgpClT7iRRBWCY5dhKOgCkKFe+J51gvl+Z7ou6uiSOV0ruELvVX9HO7DIssCXOZ+lAyH03cv30/6Q/Q+icTS2lT/fjmdCvG8qKIkDyo9jOEQKlzTJEh9B2XLQ7/USx2kxhEZ6M/vl+Szjvqm4l+EuSveNMlfaFWK/8PNcQHp9nRjdMbvzHw69GmX4zxR03dr6E/09UpW2eTd0tp7sxyaE/eJGgn5aRxUIAY44ztQ0ncRKDugFIZqRQ+nXyXxSP3uw2R+GSJIcb1b4CWu3CCbXLYbX1n8CvHnwmPAMjC/ymVV0Gh+g6NZxiVpRvTbOT9XQWUn30xd26Znf0IT6c/ff9vrtd3dx1+kgbR9dMvfsVWaLi4uPtc/4mj7WhyuX+yJre2d/aP9i/3jo3NhqMWuwFvGvzps5bKONhzhYVDdCYlxhCeWFMVQhEFpr3WEV4AKqJI81kEXJXUiXbNhEo8raG0qgnqk0wkudiZ+2cPrf2zPCduEqCmoXKtNY3W1M3N1zc600dVKFaVrc1GUXS0GhVJF5hptGGuuXTPvwDULnmoxcC0GT7UIXYvwqRaRaxHpFrgNezi7VM9QBALb60MNhhiMkcC1yXwfeK1BowxU9FCfIkYQYsdsit01PDJhWaTFPVQvQkxiK4sYR0OzrDBcWpvYDfy3PloT46CrOw43UUG6InZQDFLhwaD3XuodQ9563HEed9oeDa3uC3fPpZfNXaVwjQTOqDFeuh54bETUZenV0uu5bsuzPu7qFXf12kzn3Kr6i8uByreDb0LAW48OB25BbO9z1/u8o/eZ62US1n0xi7KV2cLYu0uzMrMYfGJp2g5HFUDbJfO39GreI60a8/1q3neQC8BN0J07lgw+2Tm7Jk9P2vMzLkuohPZj3Ww3bra73KyLKrindW85e/HiRVAXSSTGUh9NyVCUhZQJlmXWdZkGGDqN/6dHp6uFEiOpY46asd2bNv/vSTaONmeONr/TEc45j8GcwbattD4MPBsRSsXRztWLF0/KBEcXpHGB1dEo65gncnZ0s0ZfnChzNTfTdedqvcOVE7y7H05i5uvLh8GF12n9OzvNLaquZpqZM/Vp1A5XX31pU2z/tnpPZv1P/P5uprMb4Kj19ZMDbgQHSarFmuoLm+j1VeNvmBZFZWhzZXlz2TRYM5XNWjvbqAoDYWpLjjBIJ1vtBnWQJhFv8GFWn1hqOucSpOruYJjpbEZQSp3jSpmkRd7kpzN0UWSiDqokwGh1+gYVTLTnB5UXVYZen/URejZ1y1m16ICYgc8MiAl9JiQm8pmIGPAZIGboM0NiYp+JiRn5zIiYxGcSYj76zEdi7nzmjpjUZ9KpkXGViURixOIH1uhRH3Z2B5fFx7FUIiryXyihP9ihHB/1yeNtjMga37nvO6e7Fj5TEFP6TEnMJ5/5REzlMxUx0mckMcpnFDFjnxkTU/tMTcy9z9wT8+AzD8Q8+swjMZ995vPUlnkuADAzF7PjvW6CZGJDaTBkYTMbtxrZKHEtjM14xnF4QDCLjTokmAVGHRHMoqIGgllI1EOCWTzUMcEsGOoRwSwS6jHBLAzqjwSzGKjvCGYBUKcEpwzOCM4YzBaar3BBMBNzXRLMlFx/IpjJuK4IZhquJcGSbyrBqntNuHRrgplu63uCmWjrB4KZYutHgplc688EO61up6AfEJlPe1WHbsGKrvNcBqu8zpMZrPw6z2awGuw8ncEKsfN8BqvGzhMarCQ7z2iwuuw8pZF78pwGq9DOkxqsTDvParBabZ/Wjst8LuPckycxWOl2nsVg9dt5GoMVced5DFbJnScyWDl3nslgNd15KoMVdue5DFbdnSczWIl3ns1gdd55OoMVe+f5DFbxT5/QGAtVEs4qlGyd4mOdwibbIHiDwZsEbzJ4i+AtBm8TvM3gHYJ3GLxL8C6D9wjeY/A+wfsMfkPwGwYfEHzA4B7BPQYfEnzI4COCjxh8TPAxg08IPmHwKcGnDD4j+IzB5wSfM/iC4AsGXxJ8yeArgq8YfE3wNYNvCL5h8C3Btwx+S/Dbp49XX3RgVcc0us70a6THuA3ObfrcJue2fG6Lc9s+t825HZ/b4dyuz+1ybs/n9ji373P7nHvjc284d+BzB5zr+VyPc4c+d8i5I5874tyxzx1z7sTnTjh36nOnnDvzuTPOnfvcOecufO6Cc5c+d8m5K5+74ty1z11z7sbnbjh363O3nHvrc072V7yEqD+D+RyBn11XZ33rIoeJ+zzrsGxsoX5GSWNWE2vcr4frBmbIwCJUh5gqBBGqPkztgQjVHHUzEqo0TJ2BCNUXprpAhKoKU1MgQrWEqSQQoQrC1A+IUN1gqgZEqFowtQIiKVsHi1BlYOoCRHK2fhahKsDUAIhQ7jeZHxHK+CbfI0J53mR5RCRbcItQTq+bbWGbUluE8rfJ3ohQ1jY5GxHK1SZTI0IZ2uRnRLqqUb8MrYO0HOn9Nn9nCqwHjTiMLhxIH7XoyURDpUE2iHQPe0FEkUGscfOXYCNJLUcHoENE8DdBMokz3dX8JdgJtxHtbCKTCR//RIvVWSjWkCwUasQmNbFfalkLBTokC8UZk4XCHJGFw2VjRUF+JAvFeMfWZqJFOJv5RAvQWbiYbBVRfAVbkokWnbNQdJ/IQsFVbKUmWmizBZpokTkLF5otMwqsJgvFdU8WCuuBLBTVI1koqM/T5jsvzLMPFjc5FnVGudVkVkQoo5p8igjlUZNFEaHsaXLnIGM502RMRChTmjyJCOVHkx0RoaxociIilAtNJkSEMqDJf4hQ3jNZDxHKdibXIUI5zmQ4RCizmbyGCOUzk80QoSxmchgilLtM5kKEMpbJV4hQnjJZChHKTiY32e9rHXI1cd/UOuTaIpR/TPZBhLKOyTmIUK4xmQaRt2wHKS8MeFrITkbNQdzHK7Z6LvQ102vCfza5JoY1d27j2KjoAnKp33zYgjANKkBRjdb1CYR3tMWeHCb6USnkYREleYzOgnGqETmcXWfTidRPec9BPeVgUKTRd7kZPEwxCNtPavPm22OTNxt/5il1MzVl68tcMvWrDYeR/tWmwygC1JbDKAbUtsMoCtSOwygO1K7DKBLUnsMoFtS+wyga1BuHUTyoA4dRRKiewygm1KHDKCrUkcMoLtSxwygy1InDKDbUqcMoOtSZwyg+1LnDKELUhcMoRtSlwyhK1JXDKE7UtcMoUtSNwyhW1K3DKFrUW4fZigyFvFsF5ciysfucG3ofN+INBpMu4k0GkzTiLQaTOuJtBpNA4h0Gk0biXQaTTOI9BpNS4n0Gk1jiNwwmvcQHDCbJxD0Gk2riQwaTcOIjBpN24mMGk3ziEwaTguJTBpOI4jMGk47icwaTlOILBpOa4ksGk6DiKwaTpuJrBpOs4hsGk7LiWwaTuOK3DHYV/7l590fTcvYUZcDEJTcIJW3JTUJJWnKLUKOs52LLfJMxliACIUEJvHUKkdheFgMIA42rUSLFfTFOI4TQAiHN9x5YS44roV9VK1J0pN93gYcSa0vzZa77Sn2H7kjqlLuEkjjlHqGkTblPKElTviGUlCkPCCVhyh6hpEt5SCjJUh4RSqqUx4SSKOUJoaRJeUooSVKeEUqKlOeEkiDlBaGkR3lJKMlRXhFKapTXhJIY5Q2hpEV5SyhJUb4ldPbIJce6D8xHiMA+bGmKQKAKoOcX/7o8XCcLpbpBFkp0kyyU5hZZeNhtk4Ui2iELxbNLFopmjywUyz5ZKJI3ZKE4DshCUfTIQjEckoUiOCILN/+YLNz0E7Jws0/Jwk0+Iws395ws3NQLsnAzL8nCTbwiCzfvmizctBuycLNuycJNesvu11RaTZWltwz4lilbceGRouPXvH2KQWzRZfPOYTFWAssdcY8prYTKL4iAKiKvGmpur2YaMA3nCkEw5RK06iUwBRO0KiYwJRO0aiYwRRO0qiYwZRO06iYwhRO0KicwpRO0aicwxRO0qicw5RO06icwBRS0KigwJRS0aigwRRS0qigwZRS06igwhRS0KikwpRS0aikwxRS0qikw5RS06ikwBRW0KiowJRW0aiowRRW0qiowZRW06iowhRW0KiswpRW0aiswxRW0qisw5RW06iswBRawCgs/KWDKUdUYxDiPoEof9UtLUaACEUMOFWYbbScSlT4Y69TTfnkYm04n5YdJv8omxjCJT3uFrEyqJDQv61L/2buDg0eT7sxrIPommB9bvt0bIqNA4Sd1/xZeyxPe8mTaNZisiCD90kRMg9lMrDV3n6bRyZcalSpJI2ha9o0xG/2sBx4TqghHgdQvhgdjVZhPUFB5I2y9wFraNrMxNl3mBxCB186aHe0qJPDQce2siVoIzTM0v3EalGkQwnT2Rk2vAabiuWiu/eVdbL1fPMt42+2B9CR7aafXZs+mPLe3Ts2sZGvcItNq6p67+UQF8XT2JK1NhYrmqK1kmEDVdi2LocqCB2rpgHY7TBaFeYnJPmSb91KmYz37z/pJgM8e9Kb8DaaD3twG6ne7vRe92/4V/gkq3PuqYC3P5zZgs6iJ1oYW6HWRDqsg0w+kRvdFhQWqDB6leNb79uUz/faO+U8W49y+hSpL3H9p3h571oc0ZW3cA9HnYgMTIIZ8rn89YrxDpt9i01Wwdcpa61dIi3FscqYpihMFy8a9LERUgHZ3n9wlJURJsNJ6BbmoslQ/vJ9Oet+uTjvIIgfNrXVx6t70e9nFlZopOxijhd63/SQfqsd26JSB/n8KuMsngQ6Wc8CzVgYxiCQXedEU9AoeVsTmqJB6eQpdAIYjsYWffXP4hRSDorhbWfQe5xyX+nQuqn9CjVexGQD+7S/rqy811OekbYhX3S6NWrGZ+f1EiwsU1IV+wy8F1Q8GGGdpcT+oILj78NXSWvv/98xfXL1cWfvXldXT1aVvNhbszw8Xfrbw9cIvF9YWfrXwzcLewsnC5UK48IeF/1z474X/ef371//x+k+v/2ybfv97TZ9/WPB+Xv/X/wKfEYxh</latexit> X X Y Y g· f f g· ճసߦྻ͕࡞༻͢Δ ϕΫτϧɾςϯιϧ ճసߦྻ ճసߦྻશମͷ ͳ͢ू߹ ཧݱͷੑ࣭ͷөରশੑΛهड़͢Δֶಉมੑ
x) = g · f(x) <latexit sha1_base64="lS0k9uBbvw0LpIjQ69EQpu97kAw=">AAAE03icjVNdb9MwFPW2AqN8rINHXq6oKm1SKU01aTwwNIEmeBwS7SY1VeU4TmvVcYLtsFZZeEC88iv4NbzCE/8GO2lpm4I0S4muz/U9596T2Is5U7rd/r21vVO5dfvO7t3qvfsPHu7V9h/1VJRIQrsk4pG89LCinAna1UxzehlLikOP0wtv8sbmLz5RqVgkPuhZTAchHgkWMIK1gYa1EzeIJOYcRuAyAW+bsACmOXDZhODA5IgfaZgewgksNsHB9HBYq7db7XzBZuDMgzqar/Ph/s5n149IElKhCcdK9Z12rAcplpoRTrOqmygaYzLBI9o3ocAhVYM0nzODhkF8MP2ZR2jI0dWKFIdKzULPnAyxHqtyzoL/zHlhSVkHLwYpE3GiqSCFcJBw0BFYE8FnkhLNZybARDLTO5AxlphoY3XVFfSKRGGIhZ+6PguCrN8ZpG5g8qkPdSez706WATQi6TOBpSUKAiqNKwzzdYK4xODG1izMc6LlxvCt1zHxt9CKwnPIVY0oE8/s7wI3EDcWLOWXwoZsVXmFc4H+nzIRTGd9x/CBa7+EDNN+3RnkdtgcXDE9BvUxwZKCZyaeUF3yFOuiIU4D3bLtuJKNxvp6mG7a4FNu/C6BXeOcF6bd8uFegfcM3oC1DC0ydNPlWEbLbl6abprGknlHr8r8WBajzwe3+7zOTZdjuGWNs7WasxtUYE8VNfbk9YpDmbmxTvl+bga9Tss5ah2/P6qfvp7f3V30BD1FB8hBx+gUvUPnqIsI+o5+oJ/oV6VbSStfKl+Lo9tb85rHaG1Vvv0B9vafEA==</latexit> ¥ ؔG9ˠ:͕܈(ͷ࡞༻ʹରͯ͠ಉมʢFRVJWBSJBOUʣͰ͋Δ <latexit 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</latexit> X X Y Y g· f f g· ࣌ؒൃల ߹ಉม ߹ಉม ࣌ؒൃల ¥ ྫྲྀ߹ಉม܈ ճసɾڸөɾฏߦҠಈ E(n)ಉม - ཧྔςϯιϧͷ࠲ඪมଇΛຬͨͨ͢ΊE(n)ಉม ཧݱͷੑ࣭ͷөରশੑΛهड़͢Δֶಉมੑ
ru <latexit 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t <latexit 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</latexit> t + ∆t
− xi )] α <latexit sha1_base64="rr/9303iMySniQiKG9aHwgltl/0=">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</latexit> α = x, y, z *TP". ϕΫτϧྡߦྻ ɺ *TP($/ۭؒඍʹΑΔਫ਼៛Խ
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P1ut/eid9u/wl9BiXtf5qxlf2EDtvOKaG1ogd7kybgMUv1AanKfl1igyuBRime9H14902/vmD/VmGb2LVRZ4P5L8/bYswEkCWvjHog+F1uYADHkM/3fI8Y7pPotNl0FW6estX6FNJ9GJmeaojhWsGrcy1yMctDu7uO7uIBRHKy1XkHOyzTRD+9nde+Hl7MOMs9Ac+tdnLo3/V51cYVmig7GaKH3wyDOxuqxHTpFoP+MAXf5LNDB0gc8a2UQgYgzkeVNQa/gYU1sT3KplyfXBWA4ETv42TeDX0kxzPO7tWXvcc5poU/nvPwn1HgZmQHg78GqvvpaQ31O2oZ41e3SqBWbmf+faHGJgrrUb/gloAbBEOMsye+HJQR3H79ZcX8cJJ6+uH61tv7d2svzjZXfbzV/QfTzpb9f+oelb5fWl3699Pulg6WzpaulcCle+relf1/6j43/3Pivjf/e+B/b9Kc/afr83ZL3s/HH/wWLJIOw</latexit> xi <latexit 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hin,i <latexit 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U8CfPZoMONvMB0NFjZQv9vtvejd9a/wV1Dh3lcFa3mxsAFbRU20NrRAb4p0XAWZfiA1uS8qLFBl8CjFs8FPr57pt3fMH4NMc/sWqixx/6V5e+zZENKUtXEPRJ+LTUyAGPK5/u8R4x0y/RabroKtU9Zav0JaTGOTM01RnChYNe5lIaICtLv75C4pIUqCtc4ryEWVpfrh/awZ/PRy1kMWOWhuvY9T96bfqz6u1EzZwxgtDH4aJvlYPXZDpwz0XzrgLp8FOlguAM9aGcQgklzkRVvQK3hYE1uTQurlKXQBGE7ENn72zeG3UoyK4m5t2Xucc1rq07mo/gk1XsVmAPh7uKqvvtVQn5O2IV71uzRqxWbm/ydaXKKgLvUbfimoYTDCOEuL+1EFwd2n71bWu3+HtHhx/Wpt/Xdrr9++XvnDZvs3Sr9a+vulf1j6YWl96V+W/rC0v3S2dLUULj0s/efSfy3995vv3/z+zb+/2bBNf/mLts9vlryfN4f/C/xirXQ=</latexit> hin,j ¥ -4.14๏[Tamai and Koshizuka. Comput. Part. Mech. 2014] ͷ ࣍ਫ਼ͷޯϞσϧΛ༻͍ͯ*TP($/Λߏ͢Δ - Mi ΛऔΔϕΫτϧͷੑʹΑΔΦʔόʔΧϯτΛਖ਼نԽ͢ΔϑΝΫλʔ <latexit 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</latexit> hrHin i i = M−1 i X j hin,j hin,i kxj xi k xj xi kxj xi k <latexit sha1_base64="V7mmt9MfxAXSWcnfavlbV7JGoVs=">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</latexit> Mi = X l xl xi kxl xi k ' xl xi kxl xi k <latexit sha1_base64="XKIjSffVg435G7/w2H/i5Gbt8E8=">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</latexit> =: ˜ D x Hin ˜ D y Hin ˜ D z Hin *TP($/ۭؒඍʹΑΔਫ਼៛Խղੳख๏ͷ׆༻
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hrHin i i = M−1 i X j hin,j hin,i kxj xi k xj xi kxj xi k 4MPQF <latexit sha1_base64="V7mmt9MfxAXSWcnfavlbV7JGoVs=">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</latexit> Mi = X l xl xi kxl xi k ' xl xi kxl xi k <latexit sha1_base64="XKIjSffVg435G7/w2H/i5Gbt8E8=">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=: ˜ D x Hin ˜ D y Hin ˜ D z Hin ¥ -4.14๏[Tamai and Koshizuka. Comput. Part. Mech. 2014] ͷ ࣍ਫ਼ͷޯϞσϧΛ༻͍ͯ*TP($/Λߏ͢Δ - Mi ΛऔΔϕΫτϧͷੑʹΑΔΦʔόʔΧϯτΛਖ਼نԽ͢ΔϑΝΫλʔ *TP($/ۭؒඍʹΑΔਫ਼៛Խղੳख๏ͷ׆༻
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hrHin i i = M−1 i X j hin,j hin,i kxj xi k xj xi kxj xi k 4MPQF 6OJUWFDUPS <latexit sha1_base64="V7mmt9MfxAXSWcnfavlbV7JGoVs=">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</latexit> Mi = X l xl xi kxl xi k ' xl xi kxl xi k <latexit sha1_base64="XKIjSffVg435G7/w2H/i5Gbt8E8=">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=: ˜ D x Hin ˜ D y Hin ˜ D z Hin ¥ -4.14๏[Tamai and Koshizuka. Comput. Part. Mech. 2014] ͷ ࣍ਫ਼ͷޯϞσϧΛ༻͍ͯ*TP($/Λߏ͢Δ - Mi ΛऔΔϕΫτϧͷੑʹΑΔΦʔόʔΧϯτΛਖ਼نԽ͢ΔϑΝΫλʔ *TP($/ۭؒඍʹΑΔਫ਼៛Խղੳख๏ͷ׆༻
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hrHin i i = M−1 i X j hin,j hin,i kxj xi k xj xi kxj xi k 4MPQF 6OJUWFDUPS <latexit sha1_base64="V7mmt9MfxAXSWcnfavlbV7JGoVs=">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</latexit> Mi = X l xl xi kxl xi k ' xl xi kxl xi k <latexit sha1_base64="XKIjSffVg435G7/w2H/i5Gbt8E8=">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</latexit> =: ˜ D x Hin ˜ D y Hin ˜ D z Hin *TP($/ۭؒඍʹΑΔਫ਼៛Խղੳख๏ͷ׆༻ <latexit sha1_base64="j6Y+sOl2lu0hs80rf375g6UG4kw=">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</latexit> IsoGCN0→1 (Hin ) = PointwiseEquivariantMLP ˜ D x Hin ˜ D y Hin ˜ D z Hin á hrHin i ¥ εΧϥʔΛೖྗͯ͠ϕΫτϧΛग़ྗ͢Δ߹
hin,j hin,i kxj xi k xj xi kxj xi k 4MPQF 6OJUWFDUPS <latexit 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=: ˜ D x Hin ˜ D y Hin ˜ D z Hin §*TP($/ۭؒඍԋࢉࢠͷඇઢܗԽͱͱΒ͑Δ͜ͱ͕Ͱ͖Δ <latexit 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</latexit> IsoGCN0→1 (Hin ) = PointwiseEquivariantMLP ˜ D x Hin ˜ D y Hin ˜ D z Hin á hrHin i ¥ εΧϥʔΛೖྗͯ͠ϕΫτϧΛग़ྗ͢Δ߹ *TP($/ۭؒඍʹΑΔਫ਼៛Խղੳख๏ͷ׆༻ - $G(PEVOPWͷఆཧ ઢܗͳ୯ௐεΩʔϜߴʑ࣍ਫ਼
˜ D x Hin ˜ D y Hin ˜ D z Hin á hrHin i ¥ ϕΫτϧΛೖྗͯ͠εΧϥʔΛग़ྗ͢Δ߹ VQEBUFؔPointwiseMLPͰՄ ¥ εΧϥʔΛೖྗͯ͠ϕΫτϧΛग़ྗ͢Δ߹ <latexit 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</latexit> IsoGCN1→0 0 @ 0 @ Hin,x Hin,y Hin,z 1 A 1 A = PointwiseEquivariantMLP ã ˜ D x Hin,x + ˜ D y Hin,y + ˜ D z Hin,z ; á hr · Hin i *TP($/ۭؒඍʹΑΔਫ਼៛Խߴ֊ςϯιϧͷҰൠԽ
˜ D x Hin ˜ D y Hin ˜ D z Hin á hrHin i <latexit 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</latexit> IsoGCN0→2 (Hin ) = PointwiseEquivariantMLP ˜ D x ˜ D x Hin ˜ D x ˜ D y Hin ˜ D x ˜ D z Hin ˜ D y ˜ D x Hin ˜ D y ˜ D y Hin ˜ D y ˜ D z Hin ˜ D z ˜ D x Hin ˜ D z ˜ D y Hin ˜ D z ˜ D z Hin á hr ' rHin i ¥ ϕΫτϧΛೖྗͯ͠εΧϥʔΛग़ྗ͢Δ߹ VQEBUFؔPointwiseMLPͰՄ ¥ εΧϥʔΛೖྗͯ͠֊ςϯιϧΛग़ྗ͢Δ߹ <latexit sha1_base64="77it55c6by+01aInfDaO3oDe0uU=">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</latexit> IsoGCN1→0 0 @ 0 @ Hin,x Hin,y Hin,z 1 A 1 A = PointwiseEquivariantMLP ã ˜ D x Hin,x + ˜ D y Hin,y + ˜ D z Hin,z ; á hr · Hin i *TP($/ۭؒඍʹΑΔਫ਼៛Խߴ֊ςϯιϧͷҰൠԽ
˜ D x Hin ˜ D y Hin ˜ D z Hin á hrHin i <latexit 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</latexit> IsoGCN0→2 (Hin ) = PointwiseEquivariantMLP ˜ D x ˜ D x Hin ˜ D x ˜ D y Hin ˜ D x ˜ D z Hin ˜ D y ˜ D x Hin ˜ D y ˜ D y Hin ˜ D y ˜ D z Hin ˜ D z ˜ D x Hin ˜ D z ˜ D y Hin ˜ D z ˜ D z Hin á hr ' rHin i ¥ ϕΫτϧΛೖྗͯ͠εΧϥʔΛग़ྗ͢Δ߹ VQEBUFؔPointwiseMLPͰՄ ¥ εΧϥʔΛೖྗͯ͠֊ςϯιϧΛग़ྗ͢Δ߹ §ҙͷ֊ͷςϯιϧ͔Βҙͷ֊ͷςϯιϧม͢Δ*TP($/͕ߏͰ͖Δ ¥ εΧϥʔΛೖྗͯ͠ϕΫτϧΛग़ྗ͢Δ߹ <latexit sha1_base64="77it55c6by+01aInfDaO3oDe0uU=">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</latexit> IsoGCN1→0 0 @ 0 @ Hin,x Hin,y Hin,z 1 A 1 A = PointwiseEquivariantMLP ã ˜ D x Hin,x + ˜ D y Hin,y + ˜ D z Hin,z ; á hr · Hin i *TP($/ۭؒඍʹΑΔਫ਼៛Խߴ֊ςϯιϧͷҰൠԽ
%JWFSHFODF +BDPCJBO )FTTJBO <latexit sha1_base64="Gasl7lBFGfaA/zf8/bJCT+OqWPU=">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</latexit> rHin <latexit sha1_base64="vq7/F5wu0LVcLQG+6T73ckiPFck=">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</latexit> r · Hin <latexit 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r ' rHin *TP($/ۭؒඍʹΑΔਫ਼៛Խߴ֊ςϯιϧͷҰൠԽ
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Mi = X l xl xi kxl xi k ' xl xi kxl xi kwil <latexit 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hrHin i i = M−1 i X j hin,j hin,i kxj xi k xj xi kxj xi k 6OJUWFDUPS 4MPQF ¥ *TP($/ͰNFTTBHFؔʹཻࢠ๏ͷޯԋࢉࢠϞσϧΛ༻͍ͨͷͰ ཻࢠ๏ͷ/FVNBOOڥք݅Ϟσϧ[Matunaga et al. Comput. Methods in Appl. Mech. Eng. 2020] ͕༻Ͱ͖Δ
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P1ut/eid9u/wl9BiXtf5qxlf2EDtvOKaG1ogd7kybgMUv1AanKfl1igyuBRime9H14902/vmD/VmGb2LVRZ4P5L8/bYswEkCWvjHog+F1uYADHkM/3fI8Y7pPotNl0FW6estX6FNJ9GJmeaojhWsGrcy1yMctDu7uO7uIBRHKy1XkHOyzTRD+9nde+Hl7MOMs9Ac+tdnLo3/V51cYVmig7GaKH3wyDOxuqxHTpFoP+MAXf5LNDB0gc8a2UQgYgzkeVNQa/gYU1sT3KplyfXBWA4ETv42TeDX0kxzPO7tWXvcc5poU/nvPwn1HgZmQHg78GqvvpaQ31O2oZ41e3SqBWbmf+faHGJgrrUb/gloAbBEOMsye+HJQR3H79ZcX8cJJ6+uH61tv7d2svzjZXfbzV/QfTzpb9f+oelb5fWl3699Pulg6WzpaulcCle+relf1/6j43/3Pivjf/e+B/b9Kc/afr83ZL3s/HH/wWLJIOw</latexit> xi <latexit 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ni · rHin |i = Ji /FVNBOO#$ <latexit 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Ry1FY0jKNquZTZWSfBILR3QbofJIjMvMdmHbPNe8niqZ/9VPwnw2cPejL/BdNib20D9brf3onfbv8JfQYF7X2Ss5cXcBmxmJdHa0AK9yeJxEST6gdTkISuwQJXBkxQvez+9eanf3jF/zTFN7VuoMsf9l+btsZd9iGPWxj0QfSU2MAFiyKf6vyeMd0j0W2y6CrZOWWv9Cmk2DU3ONEVxpGDZuJeZGGWg3T1E91EOoyhYbb2CnBVJrB/ez6reT69nHWSWgubWujj1YPq96eJyzeQdjNFC76d+lI7VUzt08kD/pQPu8mmgg+UC8KyVQQgiSkWa1QW9gsdVsTnJpF6eTBeAw4nYws++KXwvxSDL7lcXvcc5J7k+nbPiH1DjRWgGgL/7y/rqWw31OWkb4lW3S6NWbGb+f6bFJQrqUr/hF4PqBwOMszh7GBQQ3N99t7TW/kOi+YvrN6tr/7T69uzHpd9u1H9k9KuFv1r424UfFtYW/nnhtwt7C6cLVwvDhf958Zcv/vrF37w7eJe/e3j3ZJv+4kXd5y8WvJ93//m/YCi+pQ==</latexit> Mi = X l xl xi kxl xi k ' xl xi kxl xi kwil <latexit 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hrHin i i = M−1 i X j hin,j hin,i kxj xi k xj xi kxj xi k 6OJUWFDUPS 4MPQF ¥ *TP($/ͰNFTTBHFؔʹཻࢠ๏ͷޯԋࢉࢠϞσϧΛ༻͍ͨͷͰ ཻࢠ๏ͷ/FVNBOOڥք݅Ϟσϧ[Matunaga et al. Comput. Methods in Appl. Mech. Eng. 2020] ͕༻Ͱ͖Δ ڥք݅/FVNBOOڥք݅Ϟσϧ
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hrHin i i = M−1 i X j hin,j hin,i kxj xi k xj xi kxj xi k 6OJUWFDUPS 4MPQF <latexit 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x <latexit 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N32r/BXUOLelzlr2V/YgO28IlobWqA3eTIug1Q/kJrc5yUWqDJ4lOJZ7/tXz/TbO+avOaaZfQtVFrj/0rw99mwAScLauAeiz8UWJkAM+Uz/94jxDql+i01XwdYpa61fIc2nkcmZpiiOFawa9zIXoxy0u/v4Li5gFAdrrVeQ8zJN9MP7+az3/ct5B5lnoLn1Lk7dm36vurhCM0UHY7TQ+34QZ2P12A6dItB/6YC7fBboYOkDnrUyiEDEmcjyuqBX8LAmtie51MuT6wIwnIgd/OybwbdSDPP8bm3Ze5xzWujTOS//ATVeRmYA+Huwqq++1lCfk7YhXnW7NGrFZub/J1pcoqAu9Rt+CahBMMQ4S/L7YQnB3cdvVtbbf0i0eHH9am39n9Zen2+s/HGr/iOjny39euk3S98trS/989Iflw6WzpaulsKleOlfl/5t6d83/mPjvzb+e+N/bNMf/6ju8/dL3s/G//4Z4fORtQ==</latexit> ni ๏ઢϕΫτϧ <latexit sha1_base64="Sp7W+i9afhPgFs1A/8EkcICM5RE=">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</latexit> ni · rHin |i = Ji /FVNBOO#$ ¥ *TP($/ͰNFTTBHFؔʹཻࢠ๏ͷޯԋࢉࢠϞσϧΛ༻͍ͨͷͰ ཻࢠ๏ͷ/FVNBOOڥք݅Ϟσϧ[Matunaga et al. Comput. Methods in Appl. Mech. Eng. 2020] ͕༻Ͱ͖Δ ڥք݅/FVNBOOڥք݅Ϟσϧ
· r)u + 1 Re r · ru rp <latexit 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</latexit> in Ω <latexit sha1_base64="xWESYmzm4eX6Yz6T9qSk5WEzHrM=">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</latexit> r · u = 0 <latexit sha1_base64="xWESYmzm4eX6Yz6T9qSk5WEzHrM=">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</latexit> in Ω in Ω on ∂ΩD on ∂ΩN <latexit sha1_base64="xWESYmzm4eX6Yz6T9qSk5WEzHrM=">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</latexit> r · u(x, t = 0) = uinit (x) u = uD 1 2 r ' u + (r ' u)T n = 0 <latexit 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</latexit> Ω ã R3 ¥ ඇѹॖੑ/BWJFSr4UPLFTํఔࣜͷ OFVSBM1%&TPMWFSΛֶशͤ͞Δ
r)u + 1 Re r · ru rp <latexit sha1_base64="USILIFZQpeWK93wEzKMIHtgdlMw=">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</latexit> in Ω <latexit sha1_base64="xWESYmzm4eX6Yz6T9qSk5WEzHrM=">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</latexit> r · u = 0 <latexit sha1_base64="xWESYmzm4eX6Yz6T9qSk5WEzHrM=">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</latexit> in Ω in Ω on ∂ΩD on ∂ΩN <latexit sha1_base64="xWESYmzm4eX6Yz6T9qSk5WEzHrM=">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</latexit> r · u(x, t = 0) = uinit (x) u = uD 1 2 r ' u + (r ' u)T n = 0 <latexit 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</latexit> Ω ã R3 ग़ྗղੳ݁Ռ U ೖྗॳظ݅ɾڥք݅ɾྖҬܗঢ় <latexit sha1_base64="tYUB0xaYWbOBiV/ErpGuov6hj9g=">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</latexit> u = 0 <latexit 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</latexit> u = 1 0 0 on ∂ΩN ྲྀϊϧϜ ¥ ඇѹॖੑ/BWJFSr4UPLFTํఔࣜͷ OFVSBM1%&TPMWFSΛֶशͤ͞Δ ඇѹॖੑྲྀΕͷֶशλεΫઃఆ
+ 1 Re r · ru rp <latexit 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</latexit> in Ω <latexit sha1_base64="xWESYmzm4eX6Yz6T9qSk5WEzHrM=">AAA3Y3iclVvZctxKcuWVtzHHy71jvzkcUWFKdySbpEVJMfKD7RiuIsXmvkpqSYFGZ6MhYhOqGiSFaf+n3+3/cFYVqjMLDep6GCERdU5WopaTldlocFAksVTPn//3D4/+5E//7M//4ld/ufjrv/rrv/nbH3/6zaXMJ2UIF2Ge5OX1IJCQxBlcqFglcF2UEKSDBK4GN5uav6qglHGenav7Aj6mQZTFozgMFEKff/rhf/pHKUSB+LkvJwMJSvTTQI0Hg/p0+uml+Fn8vNjvL/aLYTwa1f1qMq3VVPz8H2JFPMWW6IfDHLtkwSAJngmN/Ivoj8ogrNemtfFUpvUpTKeNjdfB2K+4RoE3cz3iDDvothmbGYHXHfvhGJ5/v0c1wSHeLQsl0PSZ7oDQZ+oQq6k2ePZLXto9t6asR+56FEGp4iBpujJj48UtyQu0TmCknrr55CpOQTYr14E++3Qu+mUcjZVe3syMZZDWz/+YMRxOP/+49Hz1ufkR8xdrzcXSQvNz/PmnV6P+MA8nKWQqTAIpP6w9L9THWt8gTAAnNZFQBOFNEMEHvMwCHO/H2uhxKp4gMhSjvMR/mRIG5T3qIJXyPh2gpR6ibHMa7OQGqXfn+l77l63RqNG/fcSdLCYKstAOZjRJhMqFDgAxjEsIVXKPF0FYxjgfEY4D3B+FYeJ5V/HNN/9+ekQqzxP/lnUVlLfxEMfsobgb8iYufNCukAfddWD61ivhEMEMbsM8TYNsWPd1EE4/vPhYWz0NxRJKCv9/gfElnuTlMM6CUk9sNIISdw614DsoWh5mitGOqIH+/H5xNuuobyr+VZi74k3jbEUfPeL/cXPcEro93Rid8Tsznw592OVEB/GHNfQ3C4YPS2sfzXJoTtzGaizk10lQghjgjG9ASd9FoOyAdFSu6uHYaPvD53p+GYaQ4Hq3QDkpCjOGT/XTpbVn7T54qhp2Fo241C2TC1x7jOmLNn5p8UvEnwiPAcvA/D4VZU7z+XeczzIuajOn/5zzcxmUdvmasem26dmvaSn68/ff9nptd/fxl3kgbR9t+Qe2ztPFxcUn+kccbl+Jg/XzXbG1vbN3uHe+d3R4Jgy12HVALONvE/7L+lTAER4E5Y2QGNuY2KTIRyIMCnutT6ISUENlnEX6IBjGVSyd2SiOJiW0ZIGgHum0xsVOxdMeXs9tLdqEqEoondWmaXXZmbk6s1NznHdYqbxwNud50WUxyJXKU2e0YVpzds28A2cWPGQxcBaDhyxCZxE+ZDF0FkNtgduwi7NL9AxFINBeH7QwwnAeClyb1PeB1xo0ykBFj4QJDu1lx2yK3TU8xmFZJPktlCsh1jqrixiJI7OsMFpaq+0G/lcfWza6urrjcGMVJKtiB8UgFR4teu+l3jHkrccd53Gn7dHQ6jZ391x60dwVk3RjJHBGTeOF64EHz5C6LL1cejXXbXnWx1295K5ememcWVV/dzlQ+XbwTQh469HhwC2I7X3mep919D51vUwSvc1nUbY6Wxh7d2lWZhaDDyxN2+G4BGi7ZP6WXs57pFVjvl/O+w4yAbgJunPHksFXO2dn8vCkPT944EMptB/rZrtxs93lZl2UwS2te8vZyspKUOXxUEykPprikShyKWOs3q3rIgkwdBr/D49OVzAFRlLHHDVjuzc2f/QkG0ebM0ebv+gI55xFYM5gayutDwPPRoRScbRztbLyoExwdEES5VixjdOOeSJnRzcz+u5Emau5ma47V+sdrpzg3f1wEjNf3z8Mzr1O67/YaW5RdT3UzJypT6N2uPrqe5ti+7fVezzrf+z3dzOd3QBHra8fHHAjOIgTLdZEX9hEr68af6Mkz0tDmyvLm8vGYM1UNnM1kioxEJqPlGGQ4OeqlkEVJPGQG3ye1SeWms65BKm6OxhmOpsRFFLnuELGCX7UsvnpFF3kqcDKP8aPbOD0DSqotec7leVlil4f9xF6PHXLWbbogJiBzwyICX0mJGboM0NiwGeAmJHPjIiJfCYiZuwzY2Jin4mJ+eIzX4i58ZkbYhKfSaZGxmUqYokRW0IwvNeHnd3BZfFlIpUY5tlvldAfQFGO9/rk8TZGpI3vzPed0V1zn8mJKXymIOarz3wlpvSZkhjpM5IY5TOKmInPTIipfKYi5tZnbom585k7Yu595p6Ybz7zbWrLPBcAmJnz2fFeNUFS21AajFjYzMatxjZKnIVpM55xHB4QzGKjCglmgVENCWZRUQHBLCSqEcEsHqqIYBYM1ZhgFgnVhGAWBtUXglkMVDcEswCoEoITBqcEpwxmC81XOCeYibkqCGZKrr4SzGRclQQzDVeSYMk3lWDVvSZcuhXBTLfVLcFMtNUdwUyx1T3BTK7VN4KdVrcT0A+yzKe9skO3YEXXeS6DVV7nyQxWfp1nM1gNdp7OYIXYeT6DVWPnCQ1Wkp1nNFhddp7SyD14ToNVaOdJDVamnWc1WK22T2vHpT6Xcu7BkxisdDvPYrD67TyNwYq48zwGq+TOExmsnDvPZLCa7jyVwQq781wGq+7OkxmsxDvPZrA67zydwYq983wGq/iHT2iMhTIOZxVKuk7xsU5hk24QvMHgTYI3GbxF8BaDtwneZvAOwTsMfkPwGwbvErzL4D2C9xj8luC3DN4neJ/BPYJ7DD4g+IDBhwQfMviI4CMGHxN8zOATgk8YfErwKYPPCD5j8DnB5wy+IPiCwZcEXzL4iuArBl8TfM3gdwS/Y/B7gt8/fLz6ogOrOqbRdaZfIz3GbXBu0+c2Obflc1uc2/a5bc7t+NwO59743BvO7frcLuf2fG6Pc2997i3n9n1un3M9n+tx7sDnDjh36HOHnDvyuSPOHfvcMedOfO6Ec6c+d8q5M58749y5z51z7sLnLjh36XOXnLvyuSvOXfvcNefe+dw7zr33OSf7S15CVN/AfI4w3825vlWeQe0+zzosnVion1LSmNXEGvfr4aqBGTKwCNUhpgpBhKoPU3sgQjVH1YyEKg1TZyBC9YWpLhChqsLUFIhQLWEqCUSogjD1AyJUN5iqARGqFkytgEjC1sEiVBmYugCRjK2fRagKMDUAIpT7TeZHhDK+yfeIUJ43WR4RyRbcIpTTq2Zb2KZUFqH8bbI3IpS1Tc5GhHK1ydSIUIY2+RmRrmrUL0OrICnGer/N75kCq0EjDqMLB9JHLXoy0VBJkA6Guoe9ICLX3wsjbn4TbCSp5egAdIgI/k+QjKNUdzW/CXbCbUQ7m0hd8/HXWqyuhWINqYVCHbJJ1fZLLdtCgY6oheKMqIXCHFMLh8vGioL8Qi0U4w1bm1qLcDbzWgvQtXAx2Sqi+HK2JLUWnWuh6L5SCwVXspWqtdBmC1RrkbkWLjRbZhRYRS0U1y21UFh31EJR3VMLBfVt2nznhXn2zuImx6LOKLeazIoIZVSTTxGhPGqy6CBl2dPkzkHKcqbJmIhQpjR5EhHKjyY7IkJZ0eRERCgXmkyICGVAk/8Qobxnsh4ilO1MrkOEcpzJcIOUZTaT1xChfGayGSKUxUwOQ4Ryl8lciFDGMvkKEcpTJkshQtnJ5Cb7fa1DLmv3Ta1DrixC+cdkH0Qo65icgwjlGpNpEHnPdpDywoCnhfR43BzEfbxiq+dCXzO9Jvxnk2tiWHNnNo6Nis4hk/oNjS0Ik6AEFNV4XZ9AeEdb7MlRrB+VQhbmwziL0FkwSTQiR7PrdFpL/ZT3DNRDDgZ5MvwlN4O7KQZh+0lt1nx7bPJm4888pW6mpmx9mUmmfrXhMNK/2nQYRYDachjFgNp2GEWB2nEYxYF64zCKBLXrMIoFtecwigb11mEUD2rfYRQRqucwigl14DCKCnXoMIoLdeQwigx17DCKDXXiMIoOdeowig915jCKEHXuMIoRdeEwihJ16TCKE3XlMIoUde0wihX1zmEULeq9w2xFhkJ+UwbF2LKR+5wbeh83og0Gky6iTQaTNKItBpM6om0Gk0CiHQaTRqI3DCaZRLsMJqVEewwmsURvGUx6ifYZTJKJegwm1UQHDCbhRIcMJu1ERwwm+UTHDCYFRScMJhFFpwwmHUVnDCYpRecMJjVFFwwmQUWXDCZNRVcMJllF1wwmZUXvGEziit4z2FX8Z+btIU3L2VOUAROX3CCUtCU3CSVpyS1CjbKeiC3zTcZEggiEfhMTb53AUGwviwGEgcbVOJbiNp8kQ4SwBUKa7z2wlpyUQr9SlyfoSL/vAncF1pbmy1z3lfoO3ZHUKd8QSuKUu4SSNuUeoSRN+ZZQUqbcJ5SEKXuEki7lAaEkS3lIKKlSHhFKopTHhJIm5QmhJEl5SigpUp4RSoKU54SSHuUFoSRHeUkoqVFeEUpilNeEkhblO0JJivI9obNHLhnWfWA+QgT2YUtTBAJVAD2/+Nfl4Tq1UKob1EKJblILpblFLTzstqmFItqhFornDbVQNLvUQrHsUQtF8pZaKI59aqEoetRCMRxQC0VwSC3c/CNq4aYfUws3+4RauMmn1MLNPaMWbuo5tXAzL6iFm3hJLdy8K2rhpl1TCzfrHbVwk96z+zWVVlNl6S0DvmXKVlx4pOj4NW/JYhBbdNm8tZhPlH7TV9xiSiug9AsioIrIq4aa26uZBozhXCEIplyCVr0EpmCCVsUEpmSCVs0EpmiCVtUEpmyCVt0EpnCCVuUEpnSCVu0EpniCVvUEpnyCVv0EpoCCVgUFpoSCVg0FpoiCVhUFpoyCVh0FppCCViUFppSCVi0FppiCVjUFppyCVj0FpqCCVkUFpqSCVk0FpqiCVlUFpqyCVl0FprCCVmUFprSCVm0FpriCVnUFpryCVn0FpsACVmHhJwVMOaqcgJhkQyiTe/3S0jBQgYgggxKzjW7HEpU+mOjU0379GE2ndfG57pdpbRom8WmvkBZxGYfmdV/qP3t3cHBv0p15DUTfBPNjy7d7Q2QcKPyk7t/CszzmlsfTrsGk+RCS703EGMxmYltz92mMjr9nVKg4GUJj2TeN2ehnPfCYUHk4DqR+WT2YqNx8goLSG2HrBdbC2szG2HSZH8AQPDvb7LArkcBDx9nZJmohNM/QfOMkKJIgBPoTkF4DTMUT0Vz7y7vYer94lvG22wPpSfbSTq/Nnk55bm+dmmnB1rhFJuXUPXfziRKi6exJWpsKFc1Rt+JRDGXbtcxHKg3uyNIBbTtMFrl5ick+ZJv3UiQTPftv+kmAz+73pvwNpv3e3Abqd7u9F73b/hX+Ckrc+zJnlmdzG7CZV0TrhhboVZ6MyiDVD6TGt3mJBaoM7qV43Pv04rF+e8f8Mcgks2+hygL3X5q3xx73IUmYjXsg+kRsYALEkM/0f/cY75Dqt9h0FWydMmv9Cmk+iUzONEVxrGDZuJe5GOag3d3GN3EBwzhYbb2CnJdpoh/eT+vep+fTDjLPQHNrXZy6Nf1edHGFZooOxmih96kfZyN13w6dItB/6YC7fBzoYDkDPGtlEIGIM5HlTUGv4G5VbI5zqZcn1wVgOBZb+Nk3g99KMcjzm9VF73HOUaFP57z8Z9R4GZkB4O/+sr76nqE+J60hXnW7NGpFM/P/AxbnKKhz/YZfAqofDDDOkvx2UEJw8/nHpbX23yHNX1y+WF373eqrk1dLv99o/kbpVwv/sPBPC08X1hZeL/x+YXfheOFiIXy0/+jro2+P6t/97+tfv/7N67+3po9+aPr83YL38/of/w/mSEsc</latexit> r · u = 0 <latexit sha1_base64="xWESYmzm4eX6Yz6T9qSk5WEzHrM=">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</latexit> in Ω in Ω on ∂ΩD on ∂ΩN <latexit sha1_base64="xWESYmzm4eX6Yz6T9qSk5WEzHrM=">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</latexit> r · u(x, t = 0) = uinit (x) u = uD 1 2 r ' u + (r ' u)T n = 0 <latexit 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</latexit> Ω ã R3 ग़ྗղੳ݁Ռ U ೖྗॳظ݅ɾڥք݅ɾྖҬܗঢ় <latexit sha1_base64="tYUB0xaYWbOBiV/ErpGuov6hj9g=">AAA1iHiclVvZctxKcuWMtzG93bEf/VJhSjHXDooWdSWPJ2JmYriTYnNfJbWuAg1koyFiE6oaJIVpf4Zf7d/y3zirCtWZhQZ1bUZIRJ5TlajlZGU2GhyVaSLVy5f/87Of/8mf/tmf/8Uv/nL5r/76b/7277775d9fy2JahXAVFmlR3Y4CCWmSw5VKVAq3ZQVBNkrhZnS3pfmbGiqZFPmleizhYxbEeTJOwkAhNBzWU/E7MRxlzcvZp+9WXq69ND9i8WK9vVhZan9OP/3y9XgYFeE0g1yFaSDlh/WXpfrYBJVKwhRmy8OphDII74IYPuBlHmQgPzZm0DPxHJFIjIsK/+VKGJT3aIJMysdshC2zQE1kl9NgLzfKvDs3j9q/7IxGjf/9Y5Pk5VRBHtrBjKepUIXQqySipIJQpY94EYRVgvMR4SSoglDhWnreVXL31b+fHpEqitS/ZVMH1X0S4Zg9tAwqeZeUPmhXyIMeejB96xdhhGAO92GRZUEeNcMoGY9nH159bIZjHG8TiZX1mf7/1WwmxPOiipI8qPTExmOocOeSIPUdlB0Pw1JvaJAaR2SgP79fks876puKfxXmrnjTJH+h9Sn+DzfHLaHb043RGb8z8+nQp11O80TNPqyjPzHUe1NlzYeV9Y9mOTQn7hM1EfLLNKhAjHDGd6Ck7yJQdkApjNWaHs6wSuKJ+uOnZnEZIkhxvTugnJalGcOPzfcr6//c7SOnI8N+cgPEpe40ucK1xzC96uLXFr9G/LnwGLAMLO5TWRU0n9/ifFZxUds5/X7Bz3VQ2eVrx6Zt03PY0FIMF++/4/Xa6e/jL/NI2j665R/ZOs+Wl5ef6x9xvHMjjjYu98X2zu7B8cHlwcnxhTDUct8BsYq/Tfiv6lMBR3gUVHdCYmzj6SdFMRZhUNprfRJVgBqqkjzWB0GU1Il0zcZJPK2gIwsE9UhnDS52Jr4f4PXC1mKbEFUJlWu1Zay+dmaurtm5NvpaqaJ0bS6Lsq/FqFCqyFyjTWMttGvnHbhmwVMtRq7F6KkWoWsRPtUici0i3QK3YR9nl+oZikBge33QwhjDORK4NpnvA681aJSBih4LExzay67ZFLtreIzDqkiLe6hehJgQ15YxEsdmWWG8st7YDfyPIVo2uvq643ATFaRrYhfFIBUeLXrvpd4x5K3HXedxt+vR0Oq+cPdcedXeVQrXSOCMWuOV64EHT0RdVn5Yeb3QbXXex139wF29NtO5sKr+5nKg8u3g2xDw1qPHgVsQ2/vC9b7o6X3uepkkel/Mo2xtvjD27tKszDwGn1iarsNJBdB1yfyt/LDokVaN+f5h0XeQC8BN0J17lgy+2Dm7Jk9P2vODBz5UQvuxbnZaNzt9bjZEFdzTunecvXjxIqiLJBJTqY+mZCzKQsoESzzrukwDDJ3W/9Oj0xVMiZHUM0fN2O5tm//3JFtHW3NHWz/pCOecx2DOYNtWWh8Gno8IpeJo5+rFiydlgqML0rjAim2S9cwTOTu6eaNvTpS5WpjphnO10ePKCd7dDycx9/Xtw+DS67Txk50WFlXXQ+3Mmfo0aoerr761KbZ/V72n8/6nfn830/kNcNT6+skBt4KDJNViTfWFTfT6qvU3TouiMrS5sry5bBusm8pmoUZSFQbCzJYcYZA2290GdZAmEW/waV6fWGq24BKk6u9gmNl8RlBKneNKmaRF3uanc3RRZAIr/yTAaHX6BhU02vODyosqQ6/Phgg9m7nlrDp0QMzIZ0bEhD4TEhP5TEQM+AwQM/aZMTGxz8TETHxmQkziMwkxn33mMzF3PnNHTOoz6czIuMpEIjFi8cNv9KgPO7uDq+LzVCoRFfmvlNAfQFGOj/rk8TZGZK3v3Ped010LnymIKX2mJOaLz3whpvKZihjpM5IY5TOKmKnPTImpfaYm5t5n7ol58JkHYh595pGYrz7zdWbLPBcAmJmL+fFet0HS2FAajVnYzMetJjZKXAtjM55xHB4RzGKjDglmgVFHBLOoqIFgFhL1mGAWD3VMMAuGekIwi4R6SjALg/ozwSwG6juCWQDUKcEpgzOCMwazheYrXBDMxFyXBDMl118IZjKuK4KZhmtJsOSbSrDqXxMu3Zpgptv6nmAm2vqBYKbY+pFgJtf6K8FOqzsp6AdZ5tNe1aNbsKLrPZfBKq/3ZAYrv96zGawGe09nsELsPZ/BqrH3hAYryd4zGqwue09p5J48p8EqtPekBivT3rMarFa7p7XjMp/LOPfkSQxWur1nMVj99p7GYEXcex6DVXLviQxWzr1nMlhN957KYIXdey6DVXfvyQxW4r1nM1id957OYMXeez6DVfzTJzTGQpWE8wol26D42KCwyTYJ3mTwFsFbDN4meJvBOwTvMHiX4F0G7xG8x+B9gvcZfEDwAYPfEvyWwYcEHzJ4QPCAwUcEHzH4mOBjBp8QfMLgU4JPGXxG8BmDzwk+Z/AFwRcMviT4ksFXBF8x+JrgawbfEHzD4FuCbxn8juB3DH5P8Punj1dfdGBVxzS6wfRrpMe4Tc5t+dwW57Z9bptzOz63w7ldn9vl3J7P7XFu3+f2OXfgcwece+tzbzl36HOHnBv43IBzRz53xLljnzvm3InPnXDu1OdOOXfmc2ecO/e5c85d+NwF5y597pJzVz53xblrn7vm3I3P3XDu1uduOffO595x7r3POdlf8xKi/grmc4T5us31rYscGvd51mHZ1ELDjJLGvCbWuF8P1y3MkJFFqA4xVQgiVH2Y2gMRqjnqdiRUaZg6AxGqL0x1gQhVFaamQIRqCVNJIEIVhKkfEKG6wVQNiFC1YGoFRFK2DhahysDUBYjkbP0sQlWAqQEQodxvMj8ilPFNvkeE8rzJ8ohItuAWoZxet9vCNqW2COVvk70RoaxtcjYilKtNpkaEMrTJz4j0VaN+GVoHaTnR+21+zxVYj1pxGF04kD5q0ZOJlkqDbBTpHvaCiCKDWOPmN8FGklqODkCHiOD/BMkkznRX85tgJ9xWtPOJNA0ff6PF6iwUa0gWCjVik2rsl1rWQoGOyUJxxmShMCdk4XDZWFGQn8lCMd6xtWm0COczb7QAnYWLyVYRxVewJWm06JyFovtCFgquYivVaKHNF6jRInMWLjRbZhRYTRaK654sFNYDWSiqR7JQUF9n7XdemGcfLG5yLOqMcqvJrIhQRjX5FBHKoyaLIkLZ0+TOUcZypsmYiFCmNHkSEcqPJjsiQlnR5EREKBeaTIgIZUCT/xChvGeyHiKU7UyuQ4RynMlwiFBmM3kNEcpnJpshQlnM5DBEKHeZzIUIZSyTrxChPGWyFCKUnUxust/XOuS6cd/UOuTGIpR/TPZBhLKOyTmIUK4xmQaR92wHKS+MeFrITiftQTzEK7Z6LvQ1M2jDfz65NoY1d2Hj2KjoEnKp39DYhjANKkBRTTb0CYR3tMWeHCf6USnkYREleYzOgmmqETmeX2ezRuqnvBegnnIwKtLop9yMHmYYhN0ntXn77bHJm60/85S6nZqy9WUumfrVpsNI/2rLYRQBatthFANqx2EUBWrXYRQHas9hFAlq32EUC+rAYRQN6q3DKB7UocMoItTAYRQT6shhFBXq2GEUF+rEYRQZ6tRhFBvqzGEUHercYRQf6sJhFCHq0mEUI+rKYRQl6tphFCfqxmEUKerWYRQr6p3DKFrUe4fZigyFvFcF5cSysfucG3ofN+JNBpMu4i0GkzTibQaTOuIdBpNA4l0Gk0biPQaTTOJ9BpNS4gMGk1jitwwmvcSHDCbJxAMGk2riIwaTcOJjBpN24hMGk3ziUwaTguIzBpOI4nMGk47iCwaTlOJLBpOa4isGk6DiawaTpuIbBpOs4lsGk7LidwwmccXvGewq/gvz9pCm5fwpyoiJS24SStqSW4SStOQ2oUZZz8W2+SZjKkEEQoISeOsUIrGzKkYQBhpXk0SK+2KaRgihBUKa7z2wlpxWQr9SV6ToSL/vAg8l1pbmy1z3lfou3ZHUKfcIJXHKfUJJm/KAUJKmfEsoKVMeEkrClANCSZfyiFCSpTwmlFQpTwglUcpTQkmT8oxQkqQ8J5QUKS8IJUHKS0JJj/KKUJKjvCaU1ChvCCUxyltCSYvyHaEkRfme0PkjlxzrPjAfIQL7sKUtAoEqgIFf/OvycIMslOomWSjRLbJQmttk4WG3QxaKaJcsFM8eWSiafbJQLAdkoUjekoXiOCQLRTEgC8VwRBaK4Jgs3PwTsnDTT8nCzT4jCzf5nCzc3AuycFMvycLNvCILN/GaLNy8G7Jw027Jws16RxZu0nt2v7bSaqssvWXAt0zZiguPFB2/5i1ZDGKLrpq3Foup0i/vintMaSVUfkEEVBF51VB7ezXXgGm4UAiCKZegUy+BKZigUzGBKZmgUzOBKZqgUzWBKZugUzeBKZygUzmBKZ2gUzuBKZ6gUz2BKZ+gUz+BKaCgU0GBKaGgU0OBKaKgU0WBKaOgU0eBKaSgU0mBKaWgU0uBKaagU02BKaegU0+BKaigU1GBKamgU1OBKaqgU1WBKaugU1eBKaygU1mBKa2gU1uBKa6gU12BKa+gU1+BKbCAVVj4SQFTjqqmIKZ5BFX6qF9aigIViBhyqDDbaDuRqPTRVKee7uvH2HTWlJ+aYZU1xjCJT3uFrEyqJDSv+1L/+buDo0eT7sxrIPommB87vt0bIpNA4Sd1/xZey1Pe8nTWN5isiCD91kRMg/lMrLVwn7bR6bcalSpJI2hbDo0xH/28Bx4TqggngdQvqwdTVZhPUFB5I+y8wFraNvMxtl0WBxCB186aPe0qJPDQce2siVoIzTM0v3EalGkQwmz+Rs2gBWbiuWiv/eVd7rxfPM94O92BDCR7aWfQZc9nPLd3Ts2sZGvcIdNq5p67+UQF8Wz+JK1LhYrmqK1knEDVdS2LscqCB2rpgG47TBaFeYnJPmRb9FKmUz37r/pJgM8eDmb8DabDwcIG6ne7vRe9u/4V/goq3PuqYC0vFjZgq6iJ1oYW6E2Rjqsg0w+kJvdFhQWqDB6leDb48dUz/faO+WOQaW7fQpUl7r80b489G0KasjbugehzsYkJEEM+1/89YrxDpt9i01Wwdcpa61dIi2lscqYpihMFq8a9LERUgHZ3n9wlJURJsNZ5BbmoslQ/vJ81gx9fznrIIgfNrfdx6t70e9XHlZopexijhcGPwyQfq8du6JSB/ksH3OXTQAfLBeBZK4MYRJKLvGgLegUPa2JrUki9PIUuAMOJ2MbPvjn8SopRUdytLXuPc05KfToX1b+gxqvYDAB/D1f11bca6nPSNsSrfpdGrdjM/P9Ei0sU1KV+wy8FNQxGGGdpcT+qILj79N3KevfvkBYvrl+trf/b2uuz1yt/2Gz/RukXS/+49E9L3y+tL/166Q9L+0unS1dL4VK59J9L/7X032+W37x88+s3v7FNf/6zts8/LHk/bzb/F/gVqfU=</latexit> u = 0 <latexit 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</latexit> u = 1 0 0 on ∂ΩN ¥ ॳظϙςϯγϟϧྲྀΕ ຎࡲɾӔͳ͠ ¥ ϨΠϊϧζ ¥ ेࡉ͔͍ϝογϡͰղੳΛͯ͠ૈ͍ϝογϡͰิֶؒ͠शσʔλͱͨ͠ ྲྀϊϧϜ ¥ ඇѹॖੑ/BWJFSr4UPLFTํఔࣜͷ OFVSBM1%&TPMWFSΛֶशͤ͞Δ ඇѹॖੑྲྀΕͷֶशλεΫઃఆ
1.0 1.0 1.0 1.0 1.0 1.0 1.0 <latexit 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8F0PFjaQPVut/Oid9e/xF9+iXtf5qzlcGkDdvKKaGUogd7myaT0U/VAajrPSyxQhf8ovGeDn189U2/v6D8GmWXmLVRR4P4L/fbYsxEkCWtjH4g+97YxAWLIZ+q/R4x3SNVbbKoKNk5Za/UKaT6LdM7URXEsYV27F7kX5qDczeP7uIAw9jc6ryDnZZqoh/eLevDzy0UPmWeguM0+Ts51v1d9XKGYoofRWhj8PIqziXzshk7hq790wF0+91WwDAHPWuFH4MWZl+VNQS/hYcPbmeZCLU+uCsBg6u3iZ98MfhDeOM/vN1adxzlnhTqd8/IfUeNlpAeAv0fr6upbDdU5aRriVb9LrVZspv9/osUVCupKveGXgBz5Y4yzJJ+PS/DvP32/ttn9O6Tli5tXG5u/23h98Xrt99vN3yj9ZuXvVv5+5ceVzZV/Xvn9yuHK+cr1SrASrfznyn+t/Peb79788GbjzUvT9FffNX3+dsX5efOv/wuQBKZ1</latexit> 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4PpeLC0gerdbudF765/ib/8Eve+zFnL4dIG7OQV0cpQAr3Nk0npp+qB1HSel1igCv9ReM8GP796pt7e0X8MMsvMW6iiwP0X+u2xZyNIEtbGPhB97m1jAsSQz9R/jxjvkKq32FQVbJyy1uoV0nwW6Zypi+JYwrp2L3IvzEG5m8f3cQFh7G90XkHOyzRRD+8X9eDnl4seMs9AcZt9nJzrfq/6uEIxRQ+jtTD4eRRnE/nYDZ3CV3/pgLt87qtgGQKetcKPwIszL8ubgl7Cw4a3M82FWp5cFYDB1NvFz74Z/CC8cZ7fb6w6j3POCnU65+U/osbLSA8Af4/W1dW3Gqpz0jTEq36XWq3YTP//RIsrFNSVesMvATnyxxhnST4fl+Dff/p+bbP7d0jLFzevNjZ/t/H64vXa77ebv1H6zcrfrfz9yo8rmyv/vPL7lcOV85XrlWAlWvnPlf9a+e8337354c3Gm5em6a++a/r87Yrz8+Zf/xfFH6Z2</latexit> 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8F0PFjaQPVut/Oid9e/xF9+iXtf5qzlcGkDdvKKaGUogd7myaT0U/VAajrPSyxQhf8ovGeDn189U2/v6D8GmWXmLVRR4P4L/fbYsxEkCWtjH4g+97YxAWLIZ+q/R4x3SNVbbKoKNk5Za/UKaT6LdM7URXEsYV27F7kX5qDczeP7uIAw9jc6ryDnZZqoh/eLevDzy0UPmWeguM0+Ts51v1d9XKGYoofRWhj8PIqziXzshk7hq790wF0+91WwDAHPWuFH4MWZl+VNQS/hYcPbmeZCLU+uCsBg6u3iZ98MfhDeOM/vN1adxzlnhTqd8/IfUeNlpAeAv0fr6upbDdU5aRriVb9LrVZspv9/osUVCupKveGXgBz5Y4yzJJ+PS/DvP32/ttn9O6Tli5tXG5u/23h98Xrt99vN3yj9ZuXvVv5+5ceVzZV/Xvn9yuHK+cr1SrASrfznyn+t/Peb79788GbjzUvT9FffNX3+dsX5efOv/wv6OqZ3</latexit> 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4PpeLC0gerdbudF765/ib/8Eve+zFnL4dIG7OQV0cpQAr3Nk0npp+qB1HSel1igCv9ReM8GP796pt7e0X8MMsvMW6iiwP0X+u2xZyNIEtbGPhB97m1jAsSQz9R/jxjvkKq32FQVbJyy1uoV0nwW6Zypi+JYwrp2L3IvzEG5m8f3cQFh7G90XkHOyzRRD+8X9eDnl4seMs9AcZt9nJzrfq/6uEIxRQ+jtTD4eRRnE/nYDZ3CV3/pgLt87qtgGQKetcKPwIszL8ubgl7Cw4a3M82FWp5cFYDB1NvFz74Z/CC8cZ7fb6w6j3POCnU65+U/osbLSA8Af4/W1dW3Gqpz0jTEq36XWq3YTP//RIsrFNSVesMvATnyxxhnST4fl+Dff/p+bbP7d0jLFzevNjZ/t/H64vXa77ebv1H6zcrfrfz9yo8rmyv/vPL7lcOV85XrlWAlWvnPlf9a+e8337354c3Gm5em6a++a/r87Yrz8+Zf/xcvYqZ4</latexit> c2 Type A Type B Type C ඇѹॖੑྲྀΕͷֶशλεΫઃఆ
+ 1 Re r · ru rp <latexit 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</latexit> r · rp(x, t + ∆t) = 1 ∆t r · ÿ u ∆t 7 u · ru 1 Re r · ru ç (x, t) <latexit 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</latexit> u(x, t + ∆t) = u(x, t) rp(x, t + ∆t)∆t 'SBDUJPOBMTUFQ๏Ͱѹྗͷ1PJTTPOํఔࣜΛಋग़ <latexit sha1_base64="xWESYmzm4eX6Yz6T9qSk5WEzHrM=">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</latexit> r · u = 0 ඇѹॖੑྲྀΕͷֶशػցֶशϞσϧͷߏங
r · ˜ h(i) u Dirichlet Layer NIsoGCN0³1³0 16, 16, 16 tanh, Identity Addition Calculate Eq (9) <latexit sha1_base64="DQ3/jHLxsQy+qDxXatR1SmihXic=">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</latexit> h(i;j) p <latexit 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h(i;j+1) p <latexit 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wZm4oWor/3lXWy9X9xkvO32QHqSvbTTa7NnM57bW6dmkrM1bpFxMXPP3XyigHDWPElrU0NFc9RWNI6gaLuW2VglwQO1dEC7HSaLzLzEZB+yzXvJ46me/Vf9JMBnD3oz/gbTQW9uA/W73d6L3m3/Cn8FBe59kbGW53MbsJmVRGtDC/Q6i8dFkOgHUpP7rMACVQaPUjzv/fj6uX57x/wxyDS1b6HKHPdfmrfHnvchjlkb90D0hdjABIghn+r/HjHeIdFvsekq2DplrfUrpNk0NDnTFMWRgmXjXmZilIF2dx/dRTmMomC19QpyViSxfng/q3o/vpp1kFkKmlvr4tS96fe6i8s1k3cwRgu9H/tROlaP7dDJA/2XDrjLJ4EOlnPAs1YGIYgoFWlWF/QKHlbF5iSTenkyXQAOJ2ILP/um8CspBll2t7roPc45zvXpnBX/gBovQjMA/N1f1lffaqjPSdsQr7pdGrViM/P/Ey0uUFAX+g2/GFQ/GGCcxdn9oIDg7va7pbX23yHNX1y9Xl37p9U3p2+WfrtR/43Szxf+buHvF14urC3888JvF/YWThYuF4bPfvHszbNfP/vN29+//c+3//X2v23Tnz2r+/ztgvfz9n//D9bT42E=</latexit> 7 r · rh(i,j) p 1 ∆t r · ˆ h(i,j) u ç := DNeumannIsoGCN;pressure (h(i,j) p ) <latexit sha1_base64="qPelnE6KSFCMvDGrbWEOEzUrZ1s=">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</latexit> r · rh(i,j) p <latexit 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</latexit> h(i;j) p − α (i;j) BB DNeumannIsoGCN;pressure (h(i,j) p ) ѹྗͷOFVSBMOPOMJOFBSTPMWFS