Quách Khả Quang
Kim Hungsoo
Nguyen Van Tuyen
Xia Chunlei
Cho Woon-Seok
Chon Tae-soo
Inferring variance and invariance in multi-individual behavior of zebrafish (Danio rerio) responding to chemical stress
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Animal Cells and Systems
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Vol. 19, Issue 4, 2015
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SCIE
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Savitchev O.G
Phùng Thái Dương
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Sự liên kết giữa các thành phần vi lượng trong trầm tích đáy và quá trình lắng đọng tại đồng bằng sông Mê Kông (Việt Nam)
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Tạp chí khoa học
Đại học Bách khoa Tomsk
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Vol. 1, T. 326, 2015
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Non-ISI
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Stojan Radenović
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A note on fixed point theory for cyclic weaker Meir–Keeler function in complete metric spaces
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International Journal of Analysis and Applications
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Vol. 7, No. 1, 2015
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Non-ISI
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Stojan Radenović
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Some remarks on mappings satisfying cyclical contractive conditions
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Afrika Matematika
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Vol. 2015
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Non-ISI
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T rần Công Phong
Huỳnh Vĩnh Phúc
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) 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) 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jIJUuW0C70999/u7q6HjhwQMLlQnV1dbdv3/7mzZtTp05J1YO0ypQpg7uAQAsgAATj6ekZFRV19OhR2oUOHz48f/58Dw8P2oUKYGhoGBISQqYjJ0+elLANqeDyH7QDAkAw5Lp4x44dCoXi3r17tGvNmzfP2tq6a9eutAsVwNjY+NChQyNHjvztt98kbEMS+AAAtAMCQEilSpUi18U2NjYpKSm0a/Xv3z8sLKxmzZq0CxXAwMDA19fXzs5uxIgRjx8/lrATkVWrVk3qFgAEgAAQ2Pfff+/v7+/o6Ei70Nu3bx0cHC5dumRkZES7VsG6d+/evn37rVu3rly5UoTZjxw0atRI6hYABIAAEJ69vf2sWbM8PT1pF7p+/bq7u/u2bdtoFypUsWLFhuUKDw/ft2/fiRMnoqKi3r9/L3VftDRu3FjqFgAEgACgYt68eZGRkYcOHaJdKO9TB/ms0WaZa/78+ZmZmTdu3Pjrr7/+yfX48ePk5OTUr9G4zXV1dHQwAwDtgACggpwjtm/fTk7Nd+7coV1r4sSJTZo0sbW1pV2IE319fYtcgh95//79vXr1UvHF5JV79+7N708zMjISExOTkpKeP39OAptMX44dO1boane1atUyMTFRvWEA2UIA0FKiRIl9+/aRDCDnF6qFyBW0k5MTOXlVqVKFaiGZ8PLyUv3FBW+lYGBgUDZXjRo1bGxsiuT+MA8ePLhs2bJLly7lNwrv/4DWQABQVKdOnW3bttnZ2dEuRC5g+/Tpc+bMGXJGo11LWrdu3VL96bPatWu3a9eO0/H19PTI76tHjx5Llizx8PD46ttTCADQGggAusipZG4u2oXIFev48ePXrVtHu5C0OH2DI0aM4Pe8tK6u7owZM77//nsHB4cv/xQBAFoDAUDd7NmzIyMj9+3bR7vQhg0bFArFwIEDaReSSlJSkr+/v4ovLlas2KBBg9Qp16tXr8WLF0+fPv2zrzdp0kSdwwLIBwKAOnIRSk5bzZo1u3nzJu1aw4cPb9iwobaeofz8/JKTk1V8cb9+/dRfMm/q1KlHjhw5d+7ch69Urly5UqVKah4WQCYQAGIwNTUNCQmxtrZOTEykWigtLc3R0TEsLKxMmTJUC4kvJydn/fr1qr9+xIgRgtRdunTppxsyc/1QAUDOEAAiqV279o4dO3r06EFOZFQLPXjwgFz8Hj58WFdXl2ohkZ04cUL1e2pJ1lpaWgpS18bGxs7O7sM7eB06dBDksABygAAQT9euXRcsWDBr1izahY4fPz5nzhwRHkUWE6ePfwu++5MrNze3DwGAGQBoEwSAqGbMmBEREVHAo0lCWbRoEbkKFuEOVHHExsaq/lh16dKlhd2cp1OnTmXLln358uX333/PyMMWwAgEgNj8/Pxu375948YN2oUGDhyoVCq/++472oVEsGHDBtXfOhs8eHCxYsUErK6vr08ShfTQvn17AQ8LIDkEgNhMTEzyPhB+8+YN1UJJSUkODg6XL1/W9HUL3r17x2nLgeHDhwveQ+fOnREAoH0QABKoWbPmzp07u3btSvsD4b/++mvIkCEBAQFUq9C2Y8cO1cOyY8eONPZIaNGihaGhYatWrQQ/MoCEEADS6NSp0+LFi6dNm0a70O7duxUKxcSJE2kXokfAxX94K1Wq1LBhw0xNTWkcHEAqCADJTJkyJSIiIjAwkHahqVOnNm3atE2bNrQL0RAaGnr9+nUVX1ytWrVu3bpR6uTLR4IBNB0CQEpbtmy5efOm6ic4frKzs52dncPDwzVxJ1tOl//kIl1PT49SJ3gAGLQPAkBKRkZGeR8Iv3r1imqhhIQER0dHcjVtaGhItZCwHj9+HBwcrOKLDQwMhgwZQrUfAC2DAJCYubl5QEBAp06dyHU61UJKpXLMmDGbNm2iWkVY3t7equ8XRhKuYsWKVPsB0DIIAOk1atSoePHiKSkptAv5+voqFApNuUxOT0/38fFR/fWUPv4F0GIIAOl5enqKcPbPM2rUKAsLCysrK3HKqSMwMDAhIUHFF9evX79FixZU+wHQPggAicXGxnp7e4tWjlxWOzo6hoeHlytXTrSi/Ei4+A8AIxAAEps9e3ZGRoaYFR89euTs7Hzs2DF6N8yoT6lUXr16VcUXm5iYuLq6Uu0HQCshAKQUFRW1Y8cO8ev++eefM2bMWLp0qfilVcTp8n/AgAF4RAuABwSAlCR8tmj58uUKhcLR0VGqBgqQkJDAafkKofZ+AWANAkAyp0+fPnbsmIQNDBo06Pvvv69Xr56EPXyVj49Penq6ii+2tbVt0KAB1X4AtBUCQDIiLARUsJSUFHt7e6VSKav3TzIzMzl9Ko7LfwDeEADS2LNnDznzSt1FkTt37vz0008ibFCjupCQkMePH6v44goVKjg4OFDtB0CLIQAkQC5yZ86cKXUX/0NOuEuWLJF8OvIBp49/3dzcNGtxCwBZQQBI4Lfffrt7967UXXxE0sjS0lIO251fv3793LlzKr5YV1fX3d2daj8A2g0BILZ3797NmzdP6i7+Iycnx8XFJTw8/JtvvpG2E06X/927d69evTq9ZgC0HgJAbKtXr3727JnUXXzu1atXjo6O58+fF3Y3XU5ev369bds21V+Pp38B1IQAENXLly+XLVvGaYirq+uZM2fi4uIotfRBREQEOaVu2bKFdqH8/P7776mpqSq+uGbNmnJ4zwpAoyEARLVo0aLExETVX1+8ePHly5f/888/tra2qt8az5ufn59CoaCxqXqhsrOz169fr/rrSZM6Ojr0+gFgAQJAPOQ8zukcR4wePbpirg0bNri5uVFq7FNjx45t3Lhxs2bNRKj1qSNHjsTGxqr44qJFi/78889U+wFgAQJAPHPmzOF0FW9iYjJlypS8fx88eLBSqRRhO5eMjIzevXtHRERUqFCBdq1Pcdr60dnZuUyZMvSaAWAEAkAkMTExf/zxB6ch48aNK1u27If/XLNmTXR09OXLl4Vu7XNPnjxxcnI6efKkvr5I/3vcuXPn+PHjqr8eH/8CCAIBIJLp06fn5OSo/vqSJUtOmDDh068YGhru2bOnadOm8fHxQnf3uXPnzpHJx6pVq2gXysPpnTHyE7C2tqbXDAA7EABiCA0NPXToEKchEydOLFWq1GdfrFKlyu7du9u1a5eZmSlYc/lYvXq1QqFwdnamXSg5OdnPz0/1148aNYpaLwBsQQCIgetCC2XLlh07duxX/8jW1nblypX5/amw3NzcGuSiWsXf3z8pKUnFF5NQFCGTABiBAKBu3759ly5d4jRkypQpBazQOWbMGKVSyemZKX7evXtnb28fFhZWsmRJelU4Pf07aNCg4sWL02sGgCkIALqysrK47vpSvnz5Qt/l2LRpU0xMTFRUFP/OVHP//v0BAwaQDKN00/2pU6du3bql+usleUYBQFshAOjaunUrpxMc4e7ubmRkVPBryFXw3r17LS0tX79+rUZ3Kjl48KCnp+fs2bNpHJzT5X/79u2/++47Gm0AsAkBQFFaWpqHhwenIXp6esOGDVPllTVq1Ni1a1eXLl2ys7N5dcfB3LlzraysSC1hD/vw4cMDBw6o/nrc/QkgLAQARV5eXqrvbZLHzs6uatWqKr64Q4cOCxcuFGFj4ZycnP79+4eFhX377bcCHnbjxo2qp5eZmVmPHj0ErA4ACABa3rx5s3jxYq6jRo8ezen1U6dOVSqVImzpRb4dBweHS5cuCfUZLJkebd68WfXXDx06lEyPBCkNAHkQALQsWbKEnDQ5DalXr17r1q25FvLz87uZi+tArq5du+bu7s71eeb87Ny589WrV6q/nkxBBKkLAB8gAKh4/Pjx2rVruY7ievmfx8TEJDg42NraWvW76Xnbvn27jY0Nvz4/w2nxHysrq5o1a6pfFAA+hQCgYu7cuWlpaZyGGBkZDRgwgF+57777zt/f397ent9wTiZMmNCkSZMff/xRnYNcuHCB0z2sLi4u6pQDgK9CAAjv1q1bv//+O9dRHTp0INfyvIva2dnNmjXL09OT9xFUlJmZ2adPn/Dw8MqVK/M+CKe7P3V0dPr27cu7FgDkBwEgvBkzZvC4NbN79+5q1iXTjrCwsKNHj6p5nEI9e/aMZMDp06cNDAx4DH/69GlQUJDqr2/ZsmWVKlV4FAKAgiEABHb58uWQkBAeAzt37qxmaV1d3e3bt1tbW//9999qHqpQFy9enDhxIo/POYrkPsbMaTE7LP4DQAkCQGBTp07lMapy5cpmZmbqVy9dunRwcHCzZs1U31yXt3Xr1ikUCldXV06jMjIyOG1rQ1Ktd+/eHFsDAJUgAIR06NCh0NBQHgObNm0qVA8NGzbcvHmzODdNuru7k3IWFhaqD9mzZ8/z589Vf72VldWnu+IAgIAQAILJzs7m/VBunTp1BOzExcUlLCzs119/FfCYX5WWlubg4EBqkZmHikM43f1ZJPezce59AYBKEACC2bZtW0xMDL+xgu9wu2zZsoiIiLNnzwp72C/FxsaS2cbBgwd1dXULfTFpieuWlggAAHoQAMJ4//79nDlzeA//cvMvNenp6QUGBlpaWsbFxQl75C8dPXp07ty58+fPL/SVXC//jYyMfvjhB759AUAhEADC2LBhwz///MN7uOpvoaiufPnyQUFBtra26enpgh/8M56entbW1gUv1vbixYtdu3ZxOmyrVq343WkKAKpAAAggMTFx4cKF6hyBRgAQ5KS8fv36oUOH0jj4ZwYMGBAWFlarVq38XrB582YyT+J0TLz/A0AVAkAAy5Yt47Su2Zfo7bk4ZMgQpVLp4+ND6fgfkBS0t7e/fPmysbHxl3+alZW1ceNGrsds3769EK0BwNchANT17Nmz1atXq3kQcn4UopevW7t2bXR09JUrV+iVyHPjxg03N7edO3d++Uf79+9/9OgRp6ORIKlfv75ArQHAVyAA1DVv3rx3796peRBy+SxIM19laGi4Z88eS0vL+Ph4elXyBAQEKBSK8ePHf/Z1Tov/5GnUqBGljYgBIA8CQC13797ltKtJft6+fav+QQpgZma2e/futm3bUp1q5JkyZUrTpk1btWr14StkZnD69Gmux2ncuLGQbQHAFxAAapk9e7Ygp1SqM4A8tra2q1atGjt2LO1C5Afi5OQUERHxYXGL9evX8zgOAgCANgQAf9evXw8MDBTkUC9evBDkOAUbM2bM1atXt2/fTrtQQkJC7969z549a2hoSCY3/v7+PA6CAACgDQHA39y5c4U6lAgbOubx8fGJiYmJjo6mXejKlStktrFx40Y/Pz8en5Ho6uo2aNCARmMA8AECgKeoqKjg4GChjsZ7DQmuihcvTtq2tLR8/fo17VqbNm2ysrLi9/5P7dq1hdp9HgDygwDgSZ2FH75EZgCZmZn6+mL8OmrUqLFz584uXbrk5OTQruXu7s6vSrVq1QRvBgA+gwDgQ6lUHjx4UMADZmRk3L17t169egIeswAdO3ZcuHDhjBkzaBfinTHlypUTthMA+BICgA8PDw/Bj3nhwgXRAoCYNm0aiTEB38USFgIAQAQIAM4uXbpEY9/dw4cPu7m5CX7YAvj5+d28efPWrVtiFlURAgBABAgAzoR99/+DkydPpqenGxoa0jj4V5mampIZgEKhSEpKEq2oihAAACJAAHBz7ty5U6dO0ThycnJyaGhou3btaBw8P3Xq1PH397e3txezqCqwDSSACBAA3Ah47/+XDh06JHIAEHZ2djNnzlRzOWvBYRUgABEgADiIiYk5c+YMvePv3Llz6dKl4m+BMm/evLCwsGPHjolctwBkPiR1CwDaDwHAgbe3N9XjP3/+fN++fb1796Za5Uu6uro7duywsrKKjY0VuXR+EAAAIkAAqColJeWPP/6gXWXTpk3iB0CR3C3JgoODf/jhh9TUVPGrfwkBACACBICqtm/fLsLdMqdOnbp//37NmjVpF/pSo0aNNm/e3L9/f/FLf0mE5VEBAAGgKh47GvJDJgHLli0Tp9ZnXFxclEql+hucqU8+b0YBaDEEgEquXLkiwgqaeUgATJs2rUyZMuKU+wzJnsjIyLNnz0pS/QN5Pp4GoGUQACoR7fKfSEpKWrVqlaenp2gVP6Wvrx8QEGBpafn48WNJGshz586d7OxsXV1dCXsA0HoIgMK9evWKnBPFrLh27doJEyZINQmoUKFCUFBQy5Yt09PTJWmAeP/+/cOHD83NzaVqAIAFCIDC+fv7k/ORmBWTk5NXrlwp4cNZCoVi3bp17u7uUjVQJHfHBQQAAFUIgMIJte8jJ15eXmQSIOGKCG5ubkql0tfXV6oGjh8/LsM1KgC0CQKgEE+fPr18+bL4dckkYMGCBdLekENC6Nq1a1euXJGkOo0lVwHgUwiAQoSEhEhVev369UOHDq1fv75UDRgaGu7Zs8fS0jI+Pl786g8fPrxz5853330nfmkARiAACiFhAGRlZf3yyy+UFh9VkZmZWWBgYLt27Ugz4lcnkwAEAAA9CICCZGRkhIaGStjA6dOnyTW4JItDfNCyZcuVK1eOGzdO/NI7duwgESh+XQBGIAAKEhYWlpaWJm0PEydO7NatW/HixSXsgZyFr169Sk7HItclRaOioho3bixyXQBGIAAKcu7cOalbKPLo0aPFixfPnz9f2jZ8fX1v3Lgh2uPQH3jnErkoACMQAAW5ePGi1C38a+nSpX379pXw02CCTEH27t1rZWX1+vVrMetu3759+fLlpqamYhYFYAQCoCDkmlfqFv6VkZHx888/X7p0SU9PT8I2zM3Nd+7c2aVLl5ycHNGKpqSk+Pv7jxo1SrSKAOxAAOQrLS1NPmtShoWFrVy5csqUKdK20bFjR09Pz5kzZ4pZlEyA3NzcihYtKmZRABYgAPJ19+5dMS91C+Xh4WFnZ1enTh1p25g2bZpSqRTz7ti4uLhNmzbhdiAAwSEA8vXkyROpW/iP9+/fDxky5Ny5c9Kukamjo7N161aFQnH79m3Rii5cuJB878bGxqJVBGABAiBfMtyU6uLFi15eXmPHjpW2DVNTUzIDIBkgwhZpeRISEtasWTNjxgxxygEwAgGQLxkGADF9+vROnTrVrVtX2jbq1KlD5gEODg6iVVy+fPnw4cOlWiIbQCshAPIlyeIHhUpLS+vXr9/ly5cNDQ2l7aRXr17kknzRokXilHv79u20adN8fHzEKQfAAgRAvkqUKCF1C18XFRVFzrwrVqyQupEi8+fPDw8PP3bsmDjlNm/ePHDgwBYtWohTDkDrIQDyJdsAIFatWtW5c+f27dtL24auru6OHTusrKxEu1922LBhJP8MDAzEKQeg3RAA+SpfvrzULRTkp59+unbtmoQ7xuQpXbr03r17mzdvnpqaKkK5mzdvLlu2TOQHEQC0FQIgX5LfcV+wp0+furm5BQcHS91IEQsLi82bN/fv31+ccp6enn379q1Vq5Y45QC0GAIgXyVKlKhSpYrcngb41L59+zZt2jRs2DCpGyni4uKiVCrF2b8s73mI06dPS/s8BIAWQAAUpH79+nIOAGLChAktW7asV6+e1I0UWbZsWUREhDjrp4aGhpJy06ZNE6EWgBZDABSkRYsWJ06ckLqLgqSmpvbr1+/KlSuS3xWqr68fGBhoaWn5+PFjEcrNmTOnY8eOTZs2FaEWgLZCABSkbdu2Hh4eUndRiOjoaHItvGrVKqkbKVKhQoWgoCAyI0lPT6ddKzMzkyQfmXMYGRnRrgWgrRAABVEoFMbGxikpKVI3UojVq1d3yiV1I//+xNatW+fu7i5CrTt37kyYMAHbxQDwhgAoiIGBAZkEHDhwQOpGCpd3Vyi5Bpe6kSJubm5KpdLX11eEWj4+Pt26devRo4cItQC0DwKgEM7OzhoRAPHx8T///POhQ4ekbuRfXl5e0dHRV69eFaHW4MGDIyIiqlWrJkItAC2DAChEz549ixcvLs5TTmo6cuTI2rVr5bBuvqGhYVBQkKWlJYkl2rVevnzp5OR09uxZyT8GB9A4CIBCGBsb29nZ7dq1S+pGVDJlypTWrVs3atRI6kaKmJmZBQYGtmvXToQ19a5cuTJx4kQy7aBdCEDLIAAK5+bmpikBkJ6e7uLiEhYWRmYtUvdSpGXLlitWrBg/frwItdavX//jjz86OzuLUAtAayAACte2bdvGjRtHRUVJ3YhKbt68SS6HN2zYIHUj/xo7dqxSqdyxY4cItYYOHWphYSGHZ+IANAUCQCXklDpgwACpu1CVt7d3586de/bsKXUj//L19Y2Jibl27RrtQikpKY6OjlevXjUxMaFdC0A7IABU4uTkNG3aNHGecRWEu7t78+bNy5UrJ3UjRYoXLx4cHGxlZfX69WvatW7duqVB79cBSA4BoBIDA4Nx48ZNnjxZ6kZUFR8fP3z48D179kjdyL/Mzc137NjRtWvXnJwc2rUCAwNtbGzE+eABQNMhAFQ1dOjQ+fPni7YNuvr27t27fft20VZpLlinTp0WLFgwa9YsEWpNmTKlSZMmrVu3FqEWgEZDAKiqRIkSJAPksOSO6kaPHk3Og2ZmZlI38q/p06eHhYWFhITQLpSVleXk5BQeHo6nwwAKhgDgYOzYsWvWrJHnZvFf9fbt2yFDhhw9elTqRv6lo6OzdetWhUJx+/Zt2rVevHjh6OgYGhpatGhR2rUANBcCgANyRdmvX78//vhD6kY4OH78uEw2jSFMTU2Dg4NJBiQnJ9OuRWYbo0aN2rx5M+1CAJoLAcDN/PnzAwICRFjuWECTJk3q0KHDt99+K3Uj/6pbt66/v7+Dg4MItbZs2WJtbS2T8AOQIQQAN998883YsWOXL18udSMcpKSkDBo06MyZMzLZQ7FXr14zZsxYtGiRCLV++eUXCwuLZs2aiVALQOMgADgjJy9yafny5UupG+Hg/Pnza9euHTdunNSN/A+ZSIWFhR0/fpx2oYyMjN69e4eHh1esWJF2LQCNgwDgrGTJkh4eHnJYdJOTOXPm9OnTRyZ3BJG5yM6dO62srGJjY2nXevLkiZOT06lTp/T18X87wH/grwQfw4YNIxfU9+7dk7oRDpKTk0loBQUFSd3I/5QuXXrv3r3NmzcXYant0NDQiRMnrlmzhnYhAM2CAODDwMBg2bJl4nySKaDg4OBDhw5169ZN6kb+x8LCwsfHR5xFlry8vKytrV1dXUWoBaApEAA89erVy9bWllxaSt0IN6NHj27Tpo18NlLv379/WFiYONfm7u7uDRo0aNy4sQi1ADQCAoC/FStW2NjYSN0FNw8fPpw3b97SpUulbuSj5cuXR0REiBClaWlpZNJG8qZMmTK0awFoBAQAf9bW1i4uLjt37pS6EW5WrVo1YMAAci0sdSP/o6+vv3v3bktLSxEWW33w4AH5lR05ckQmd8QCSAsBoJbFixeHhIRoxI7BH2RlZQ0fPvz8+fNSN/JRhQoV9uzZ07Jly4yMDNq1Tpw4MWvWLHGeQgCQOQSAWqpXr07OJjNnzpS6EW4uXrwYHBxsb28vdSMf2djYrFu3TpyndpcsWWJlZaVxn+EDCA4BoK5Jkyb98ccft27dkroRbkho9ezZU09PT+pGPho6dKhSqRRn9Z5BgwbVyyVCLQDZQgCoy8DAYMOGDW3btpW6EW5IYpHcIudBqRv5Dy8vr+joaBIDtAslJyeTCdDVq1dLlChBuxaAbCEABNC6dev+/ftv375d6ka4mTt3rouLi6wWTCbNBAUFWVpaJiQk0K51586dgQMHBgcH6+jo0K4FIE8IAGGsWLHi4MGDb9++lboRDv755x9vb++xY8dK3ch/VK1aNTAwsH379iLsu7B///6FCxeKs08ZgAwhAIRRsWJFcioZPXq01I1ws2jRoiFDhpiYmEjdyH+0atWKBKo4+/p6eHjY2Nh06NBBhFoAcoMAEMzw4cN///338PBwqRvhICEhwdfXV4ZbqJN5ydWrV0V4xiInJ2fAgAFRUVGVKlWiXQtAbhAAgtHV1fX29lYoFOScInUvHPj4+MgwAAiSTDExMdevX6ddKD4+vn///idOnMDTYYJ7+fJlZGTk7du37927FxsbS37UL168eP369ftcWVlZRXOZmpqWz/XNN9/UqlWrTp06TZs2lcnKtdoNASAkS0vLESNGbNiwQepGOCB/Oc+ePduqVSupG/mckZFRcHCwlZXVmzdvaNc6ffq0p6fnnDlzaBdiwZMnT0ianjx58vz58w8fPiz4xam5yK/40aNHn/1RxYoVW7Ro0bFjx06dOlWvXp1av0xDAAhs4cKFe/bsIVc6UjfCAZm4yDAAiG+//XbHjh3dunUTYVI1f/78li1btm7dmnYhbUUu7ckvKyAg4PLly4L8vp4/fx6Uq0juc4J9+/Z1dXUtV66c+keGDxAAAitZsuSiRYvc3NykboSDvXv3JiQkkAm41I18RefOnRcsWCDCjTrZ2dn9+vWLjo6W589BzvLWcyXXPe/fv6dU4kqu6dOnOzk5jR8/Hku6CgUBILxBgwaRvw8ivHktlIyMjN9//33KlClSN/J15K+9Uqnct28f7ULPnj0bMGDAkSNH8GSAisjvxcPD4+jRo+KUIwHzRy47OzsyY2vYsKE4dbUYAkB4urq6K1eu7Nixo9SNcBASEiLbACCnY39/f4VCcfv2bdq1jh8/vmTJEhI5tAtpOhKWU6dO3bZtmyS3PJCrgYMHDw4fPpzMDkuVKiV+A1oDAUBF+/btu3btevjwYakbUdXVq1cTExNluy6CqalpcHAwyYDk5GTatebMmdOyZcsff/yRdiHN5efnN27cOPI/jIQ9ZGVlrV+/fs+ePb6+vt27d5ewE42GAKBl+fLlx44dE+FxVkFkZ2efPn2azKylbiRfdevW3bp1q6OjI+1C5FfWr1+/GzduyO35ODl48+bNzz//LMLbcSp6/vx5z5493d3d165da2hoKHU7mgcBQEu9evXI/5cbN26UuhFVnTx5Us4BQNjb20+fPn3x4sW0Cz169GjWrFmrV6+mXUizXL9+nfwK/v77b6kb+ZyPj09kZOTevXvx6ABXCACKJk+e7O3trSnPhZEAkLqFwi1YsCA8PPz48eO0C3l5ebm6ulpZWdEupCnIz5xMv1JSUniMNTY2btu2rY2NTePGjb/55psqVaoYGRmRC/bU1NTExMS4uLh79+6RM/iZM2fIL5dMRnmUUCqV1tbWR48ebdSoEY/hzEIAUFSjRo2uXbseOnRI6kZUcvv27ZcvX5YtW1bqRgqiq6u7Y8cOcl5+8OAB1UIktvP2J9DXx9+RIgEBAQMHDuSxX1vHjh3JPLhHjx4GBgZf/qlRrkqVKpFfqLOzc5Hcp7K3bdtGLptIJHCt9ezZs1atWh04cKBFixZcxzIL/3PTZWdnpykBQNy/f1/mAUCUKVOGTPabN2+elpZGtVB0dDQ5E2ncAn+C2717N5kMcf0068cff1y1ahW5Kuc0qkKFChMmTBg3bhyJ+enTp3PdJvrt27fkkotMVpo1a8ZpILMQAHRp1v+IJAAUCoXUXRSucePGvr6+AwYMoF1owYIFP//8s7GxMe1CsnX48GGuZ39DQ8MVK1aoE5xknkeK9urVa+LEieQXzWlscnJyly5dzp49i/eCVIEAoEuzblKW4ed7+enfv79SqVy7di3VKgkJCeQydvbs2VSryBaZA/Xt25fTOz+lS5cmmWFjY6N+dRMTk02bNrVo0WLIkCGZmZmqDyTzgO7du1+5cqVy5crqt6HdEAB0lSxZUuoWOCAzAKlb4IBcZkZGRoaGhtKuMnLkSPm/Mya4+Pj4nj17cvrUl1zunDhxomnTpgK2QeZ5JAmcnZ055VBcXBxp/vz587La8E6GEAB0FStWTOoWONCgGQChr68fGBhoaWn55MkTelWSkpI2b948depUeiVkKCcnx9XV9csVOgtQokSJY8eOCXv2z2Nvbx8cHOzo6MhpraHw8PCxY8d6e3sL3o82QQDQJcLetgISYeFlYVWsWDEoKKhly5Y8blBR3aZNmyZPnszUbgFLly7lelvwb7/9xvUjX9V17dp17dq1w4YN4zTKx8enTZs2ffv2pdSVFkAA0PX06VOpW+AgNTVV6hY4s7GxWbduHddTAycPHjwg17ZdunShV0JWrl+/7uHhwWnI0KFDaT+kTUqcP3/+jz/+4DRq5MiRrVq1wnZv+UEA0BURESF1CxxoYgAUyT01XL16lVyB0iuxdetWRgIgOzt7yJAhnGZUdevWFeepaW9v78jIyJiYGNWHvH792t3dff/+/fS60mgIALr27t0rdQscaGgAEGQScO3aNaVSSen4ecs66enpUTq+fJCfZFhYGKcha9asKV68OKV+PkWqkAzg+pzXwYMH9+zZ07t3b0pdaTQEAEUPHz48deqU1F1w8O7dO6lb4Klo0aJBQUGWlpaUPnR5+/btpUuXtP4R01evXs2dO5fTkHbt2nXo0IFOO1/RvHlzZ2fnXbt2cRo1adKk7t27a9YdGeJAAFA0evRoTvcvS472s7VUVa1aNSAggJyMKK3Aevz4ca0PAA8PD043Aujo6CxdupRaO1+3bNmyffv2cZqt/vPPP6RPrh9ssAABQAuZq2rQIhB5NP0SqXXr1suXL58wYQKNg2vQFm/8kAmrj48PpyE9e/akcd9nwUjS//LLL1yDZ9WqVeSCjMHnOQqGAKBi48aNo0aNkroLzoyMjKRuQV3jxo27evUq17cIVPHXX38JfkxZWbBgAde7aUeMGEGpmYKRU/nKlSs5Ta+TkpIWL168YsUKel1pIgSAwJ49e0auQGmcgESgHYvebN68+caNG4JfsN+/fz89PV1bdx0hl//+/v6chpibm0u176mZmZmjo2NAQACnUeSybNq0aeXKlaPUlSZCAAgmJiaG/BUik2hpt8pTh3YEAJnHBAcHW1lZCftcW3Z29qtXr7T1jvLVq1dz/bzK3d2dUjOqIFM9rgGQmprq5eU1b948Si1pIgQAH+RKMDFXQkLCtWvXIiIiLl68qAXvEct2T2Cuvv322x07dnTr1k3Y3XiSkpK0MgDevn3L9SkKHR2dgQMHUupHFXnby0RFRXEatX79+qlTp2rBW51CQQAU5NSpU2Le4ia5GjVqSN2CYDp37jx//nxhF/IkASDg0eTDz88vOTmZ0xBLS0vJ19rs06cP1wAgczhyZeDm5kanI82DAICPyIWz1C0IacaMGWFhYQLuYE7pBlPJcV1zv0ju/T80OuGEBMDMmTO5jtq0aRMC4AMEAHykZQGgo6OzdetWhUJx584dQQ6oWYt7q+jixYs8bnDq0aMHjWY4qVWrloWFRXR0NKdR4bnIDIZSV5oFAQAfmZubS92CwEqUKBEcHGxjY8P1LY6v0qztfVTk5+fHdUjVqlXJmZdCL5z17t2bawAQ/v7+CIA8CAD4H3K9LP5DPSKoV68eOccJshSM9s0AMjIygoKCuI5q2bIljWZ46NixI4+PeQICAn799Vem1vfODwIA/qdBgwZaeYVLODg4TJs2bcmSJeocpFixYtq3vdTRo0dfv37NdVTz5s1pNMMDuZA3NTXl+uF8fHz8iRMnOnXqRKkrDYIAgP/R7oVuPD09w8PDyV973kfQynTkcflfRE4BQK7ibW1tDx8+zHUg+cYRAEUQAPAB+YskdQsUkTPFzp07raysHjx4wO8Ikt/1KLjs7Gwey1WZmJg0atSIRj/8tGnThkcAHDhwICcnR0dHh0ZLGgQBAP8yNDTs3Lmz1F3QVaZMmb1795KrV36LnjZu3FjojiR24cKFly9fch2lUChk9e5569ateYx6/vz5lStXmjVrJnQ7GgYBAP/q0aOHVr7F8RlyEvfx8eH3CKv2fUJ+5MgRHqNkdflfJLcfAwMDHptCk28fAYAAgH+5urpK3YJIyHeqVCq9vLy4DmzSpAmNfiTE7xOR77//XvBO1EHO/vXq1bt27RrXgeTbx7pACAAoUqFCha5du0rdhXhWrlwZFRUVGhqq+hAdHR2Z3PkulDdv3kRGRvIYWL9+fcGbUROZ2PEIAHIdkJiYqDXrX/GDAIB/l0wgl1FSdyEefX39wMBAS0vLJ0+eqDikdu3a2rFU6gdnzpzJzs7mMVCeAcB1LesiuQt7nD17Vg6PNEsIAcC6qlWrDhs2TOouxFaxYsU9e/a0atVKxfeO5XPjo1DOnz/PY1SVKlVkeMnM+/P5CxcuIACAaR4eHtr3fJMqmjVr5uXlNXz4cFVe7ODgQLsfkV28eJHHKDITErwT9fGelPBLQW2CAGBap06dBg8eLHUXknF3d7969eqWLVsKfpmpqamWrQqenp4eERHBY2C1atUEb0Z95cuXNzY2TklJ4TowPDycTAGZev/zMwgAdlWsWHHr1q2MPwuzfv36a9euhYWFFfCa7t27a9kkiXzLJAN4DKxevbrgzQjC3Nw8JiaG66j3799fv35d+27wVR0CgFHkqmfbtm0VKlSQuhGJkTP73r17ySngxYsX+b1GkIXkZIXf5X8Ruc4AiJo1a/IIgCK5PwoEALDF0NBwz5497dq1k7oRWahatWpgYGCHDh2+ut+LkZGR9j0jze8G0CIyngHw3sqCdxZqBwQAc/Kuebt06SJ1IzLSunXrZcuWTZw48cs/6tGjR/HixcVviSquOyl+IOcZAL+BPLYT0CYIALaQ2a6/v7/cHuaUg/HjxyuVyl27dn35dUn6oermzZv8BlaqVEnYToRCpnH8BvL+UWgHBAArjI2NJ02aNHPmTH19/NK/bvPmzTdu3Lh+/fqHr9ja2ioUCglbouHJkyeJiYk8Burq6pYpU0bwfgTBO5nevHnz9OlT7VvqVUU4F2g5HR2dZs2aDRw4sH///iYmJlK3I2tGRkZ79+61trYmJ4W8r0yePFnSjqjgsQNwnlKlSslqHdBPVaxYkfdYMglAAID2KFasWIMGDRo1atSmTZvOnTuXLVtW6o40Rs2aNbdv3969e/ecnJy6det269ZN6o6Ed/fuXX4Dy5UrJ2wnAlLnvSnyA2nbtq2AzWgQBIDGK1q0KLl+IWd8CwuLRrlq164t2ys1+evSpcu8efPmzJkzadIkrXxI4v79+/wGyjkAyN+CkiVLvn37lsfYv//+W/B+NAUCQBbIicbwC+T/6U//k0zAK+Qis91P/0WGa7NoupkzZz5+/Fhbl8jmfb6TcwAUyZ0EIAC4QgAUpF27dvxWTASNRvJ448aNUndBS2xsLL+Bsv0EOA+5Hrp9+zaPgQgAAGDFo0eP+A2U+VyT95Z2cXFxgjaiSRAAAAx5//79q1ev+I01NTUVthlh8Q6AFy9epKenGxoaCtqOZkAAADBE9T1wvqStAZCTk0N+LDVq1BCyGw2BAABgiDoBoK1vARGPHz9GAACAlnv+/Dnvsdo6AyDi4+OFa0STIAAAGFLAqteF0uIAUOfHotEQAAAMSUhI4D3W2NhYwE4Ep847VAgAANB+L1++5D1W5tuiqbNqNwIAALTf69eveY8tVqyYgJ0ITp0A+LD8H2sQAAAM4bcQdB4tngGo82PRaAgAAIaoc6bT4hkAAgAAtB9mAF+FAAAA7ZeSksJ7rBbPANT5sWg0BAAAQ1JTU3mPlflqOerkU1pamoCdaBAEAABD1DnT6enpCdiJ4NTZBEmdXNRoCAAAhqgTADLfZk6dfMIMAAC0X3p6Ou+xWhwA79+/F7ATDYIAAGBIZmYm77EyfwtInfaysrIE7ESDIAAAGKLOFqdaPANAAACA9lPnTKfFAcDs1t8IAACGYAbwVZgBAABosJycHKlb0DwIAACGkKt43pMAMlDOkwB1ruJl/vk2PQgAAIaQMx0C4EsIAADQfuqcwckZVl9fvmcMLf54gx75/joBQHDkDM77oSeZ3yqjzgxAzsFGFaPfNgCbDA0Nea98KfNbZdRpT+YrXdODAABgiDpLZmrxDAABAADaT50A0OIZgMy3OqAHAQDAEHV2TVFnITkRqLOkMwIAALSfkZER77EyXzNZnQAwNjYWsBMNggAAYIipqSnvsTJfM1mdAChRooSAnWgQBAAAQ9Q502nxDECdXNRoCAAAhmAG8FWYAQCA9itVqhTvsVo8A1Dnx6LREAAADClbtizvsVocAOr8WDQaAgCAIeXKleM9lvcjxOJITEzkPRYBAADaT50ASEpKErATwb1584b3WHV+LBoNAQDAkAoVKvAeq8UBUL58eeEa0SQIAACGVKpUifdYLQ6AypUrC9eIJkEAADCkSpUqvMeq8ya7CNQJAHV+LBoNAQDAkJIlSxoZGb17947HWG2dAZiYmOBBMABggpmZ2d27d3kM1NYZAPmBCNqIJkEAALClRo0a/ALg1atXgjcjoOfPn/MbSH4ggjaiSRAAAGwxNzfnN/DFixfCdiKsZ8+e8RvI+weiBRAAAGzhfb57+fKlsJ0IKC0tjfdHFJgBAAAratasyW+gnGcAvC//i6jxA9ECCAAAttStW5ffwDdv3mRnZ+vq6grbjyB4fwBQRI0fiBZAAACw5bvvvtPT0+Oxg25OTs6rV6/kuWoC7xkA+VHUrl1b2GY0CAIAgC2GhoY1atS4f/8+j7HkPCvPAIiLi+M30NzcnPxAhG1GgyAAAJjTsGFDfgHw6NGjBg0aCN6P+v7++29+A+X57YgGAQDAnMaNG4eEhPAYSAJA6F6EwTsAyI9C0EY0DAIAgDlNmjThN1D7AsDCwkLYTjQLAgCAOU2bNuU3ULYBEBsby28g7yzUDggAAOaYmZlVqVLlyZMnXAfKMwBevHiRnJzMY2ClSpWqV68ueD8aBAEAwKIffvghKCiI66h79+7RaEZNt27d4jfQxsZG2E40DgIAgEX8AoDMAFJSUoyNjWm0xFtUVBS/gc2aNRO0Ec2DAABgUYsWLfgN/Ouvv6ytrYVtRk3R0dH8Btra2grbicZBAACwyMrKqkSJEjyW+NeaACDzGIVCIXgzmgUBAMAiXV3dVq1aHThwgOtAEgA0+uEtOzs7JiaGx0AyB9LXZ/0EyPr3D8CsDh068AiAGzdu0GiGt1u3bqWlpfEY2L59e8Gb0TgIAABGdevW7ZdffuE66urVqzSa4e3cuXP8Bnbv3l3YTjQRAgCAUebm5vXq1bt58yanUS9evLh3716tWrUodcXV2bNneYyqWbNmnTp1BG9G4yAAANjVs2dPrgFAXLp0SdMDoEePHoJ3ookQAADs6tOnz9KlS7mOIgEwYMAAGv1wdefOHX47ATg5OQnejCZCAACwq2nTprVr17579y6nURcuXKDUD1enT5/mMap69ep4BCwPAgCAaS4uLvPnz+c05Pr160+ePKlSpQqlllQXHBzMY1Tfvn0F70RDIQAAmPbTTz8tWLAgJyeH06hDhw4NHTqUUksqevPmDb8ZwODBgwVvRkMhAACYZm5u3qZNmz///JPTqIMHD0oeAPv378/IyOA66scff8T9Px8gAABYR07lXAPg1KlT79+/L1q0KKWWVMFjMTvC3d1d8E40FwIAgHWOjo5mZmaPHz9Wfci7d+8OHTrk4OBAr6uCvXjx4vjx41xHVapUydnZmUY/GgoBAMA6fX390aNHT58+ndOozZs3SxgAPj4+ZArCddTIkSMNDAxo9KOhEAAAUGTYsGGLFi1KSkpSfQi5AH/06FG1atXodZWfrKwsb29vrqNMTExGjBhBox/NhQAAgCKlSpX65ZdfFi5cqPqQ7OzsLVu2eHh40OsqP8HBwXFxcVxHkVlO2bJlafSjuRAAAPCvCRMmeHl5cdohwMfHZ+rUqcWKFaPX1VfxeHrZ1NR00qRJNJrRaAgAAPhX6dKlJ0+ePHv2bNWHPH36lGQGGUWvqy9t3749PDyc6ygSVGXKlKHRj0ZDAADA/0ycONHX1/eff/5RfQi5GB82bFiJEiXodfWptLS0GTNmcB31zTffkG+NRj+aDgEAAP9TrFixZcuWcbpR8tWrV2SIp6cnva4+tXLlykePHnEdtWLFCmkfWZAtBAAAfOTk5OTn53f06FHVhyxfvrx3796NGzem1tT/RERELFiwgOsoOzs7R0dHGv1oAQQAAPyHt7d3/fr1U1JSVHx9RkaGq6trWFgY1U+Dk5KS+vbtm56ezmlUyZIlN2zYQKklLYAAAID/qF69+po1a9zc3FQf8tdff02ZMmXt2rX0unJ3d79//z7XUT4+PpUrV6bRj3ZAAADA5wYPHnzs2LHdu3erPmTdunU1a9YcO3YsjX7Gjx8fEBDAddTQoUP79OlDox+tgQAAgK/w9fW9du3a7du3VR8yYcIEExOTIUOGCNvJxIkTyYyE66hmzZp5eXkJ24n2QQAAwFeUKFFi//79NjY2b968UXFITk7OsGHDsrOzhVopOisri0wpeLyJX61ateDgYENDQ0Ha0GIIAAD4utq1a+/du7dLly6qL7tGzv4kAyIjI1euXFm8eHF1qj948OCnn34KDQ3lOrBcuXJHjx6tWLGiOtUZgQAAgHy1bt06MDDQ0dExMzNT9VHe3t7Hjx9fsWJFr169eBR99+7d2rVrFy5cqPqdSB+QiQs5+9erV49HXQYhAACgID169Ni1a1e/fv043YL5999/Ozg4NG3adOTIkU5OTiYmJqqMio2N3bJli6+vb3x8PI9Wy5cvT87+TZo04TGWTQgAACgEOZXv37+f/JNcm3MaGBER4ebmRjKgVatWP/74I8mDGjVqmJmZGRsbGxgYpKWlvX379tGjR3fu3AkLCzt16lRMTAzvJs3NzcnZv3bt2ryPwCAEAAAUrmPHjhcuXLCzs+O0UlAeMnU4kYtGY3nat29PpilY7o0rBAAAqMTCwkKpVLq6ulI9lXOlp6c3ffr0uXPn6urqSt2L5kEAAICqypcvf+zYsdWrV8+YMSMtLU3qdv69T2nr1q3NmjWTuhFNhQAAAG7GjRvXo0ePMWPGcFozTlhGRkYkhCZNmoSb/dWBAAAAzmrWrHk41+zZsyMjI8UsXbRoUTc3N3L2xyI/6kMAAABPXXPt27fv119/PXfuHO1y5cuXHzJkyKhRo8zMzGjXYgQCAADUYpcrJibGz88vICDg8ePHwh6/WLFiXbp0cXZ2JlXwho+wEAAAIIAGDRqsWLFi+fLlSqXy2LFjJ0+eDAsLS01N5Xc0fX39+vXrt2rVqkOHDq1btzY2Nha2W8iDAAAAwejo6ChyzZ49Oysr6/r169euXbt79+69e/eePHkSHx//8uVLkgrp6emZmZkGBgbkit7IyKhs2bLly5evXLlyzVzk1G9hYYFNHEWAAAAAKvT09BrnkroRyBcCAACAUQgAAABGIQAAABiFAAAAYBQCAACAUQgAAABGIQAAABiFAAAAYBQCAACAUQgAAABGIQAAABiFAAAAYBQCAACAUQgAAABGIQAAABiFAAAAYBQCAACAUQgAAABGIQAAABiFAAAAYBQCAACAUQgAAABGIQAAABiFAAAAYBQCAACAUQgAAABGIQAAABiFAAAAYBQCAACAUQgAAABGIQAAABiFAAAAYBQCAACAUQgAAABGIQAAABiFAAAAYBQCAACAUQgAAABGIQAAABiFAAAAYBQCAACAUQgAAABGIQAAABiFAAAAYBQCAACAUQgAAABGIQAAABiFAAAAYBQCAACAUQgAAABGIQAAABiFAAAAYBQCAACAUQgAAABGIQAAABiFAAAAYBQCAACAUQgAAABGIQAAABiFAAAAYBQCAACAUQgAAABGIQAAABiFAAAAYBQCAACAUQgAAABGIQAAABiFAAAAYBQCAACAUQgAAABGIQAAABiFAAAAYBQCAACAUQgAAABGIQAAABiFAAAAYBQCAACAUQgAAABGIQAAABiFAAAAYBQCAACAUQgAAABGIQAAABiFAAAAYBQCAACAUQgAAABGIQAAABiFAAAAYBQCAACAUQgAAABGIQAAABiFAAAAYBQCAACAUf8HaXHw6b3pU9cAAAAASUVORK5CYII=) onlinear phonon-assisted cyclotron resonance via two-photon process in parabolic quantum well
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Superlattices and Microstructures
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Vol. 83, 2015
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SCI
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