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1by Knudstrup, Emil, Serrano, Luisa M., Gandolfi, Davide, Albrecht, Simon H., Cochran, William D., Endl, Michael, MacQueen, Phillip, Tronsgaard, René, Bieryla, Allyson, Buchhave, Lars A., Stassun, Keivan, Collins, Karen A., Nowak, Grzegorz, Deeg, Hans J., Barkaoui, Khalid, Safonov, Boris S., Strakhov, Ivan A., Belinski, Alexandre A., Twicken, Joseph D., Jenkins, Jon M., Howard, Andrew W., Isaacson, Howard, Winn, Joshua N., Collins, Kevin I., Conti, Dennis M., Furész, Gábor, Gan, Tianjun, Kielkopf, John F., Massey, Bob, Murgas, Felipe, Murphy, Lauren G., Palle, Enric, Quinn, Samuel N., Reed, Phillip A., Ricker, George R., Seager, Sara, Shiao, Bernie, Schwartz, Richard P., Srdoc, Gregor, Watanabe, DavidGet access
Published 2022
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2by Donati, J. F., Moutou, C., Fares, R., Bohlender, D., Catala, C., Deleuil, M., Shkolnik, E., Cameron, A. C., Jardine, M. M., Walker, G. A. H.“... motion of its giant planet (period 3.3 d). Assuming that this synchronisation is not coincidental...”
Published 2008
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3by Donati, J. F., Moutou, C., Fares, R., Bohlender, D., Catala, C., Deleuil, M., Shkolnik, E., Cameron, A. C., Jardine, M. M., Walker, G. A. H.“... motion of its giant planet (period 3.3 d). Assuming that this synchronisation is not coincidental...”
Published 2008
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4by Donati, J. F., Moutou, C., Fares, R., Bohlender, D., Catala, C., Deleuil, M., Shkolnik, E., Cameron, A. C., Jardine, M. M., Walker, G. A. H.“... motion of its giant planet (period 3.3 d). Assuming that this synchronisation is not coincidental...”
Published 2008
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5by Donati, J. F., Moutou, C., Fares, R., Bohlender, D., Catala, C., Deleuil, M., Shkolnik, E., Cameron, A. C., Jardine, M. M., Walker, G. A. H.“... motion of its giant planet (period 3.3 d). Assuming that this synchronisation is not coincidental...”
Published 2008
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6by Donati, J. F., Moutou, C., Fares, R., Bohlender, D., Catala, C., Deleuil, M., Shkolnik, E., Cameron, A. C., Jardine, M. M., Walker, G. A. H.“... motion of its giant planet (period 3.3 d). Assuming that this synchronisation is not coincidental...”
Published 2008
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7by Donati, J. F., Moutou, C., Fares, R., Bohlender, D., Catala, C., Deleuil, M., Shkolnik, E., Cameron, A. C., Jardine, M. M., Walker, G. A. H.“... motion of its giant planet (period 3.3 d). Assuming that this synchronisation is not coincidental...”
Published 2008
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8by Donati, J. F., Moutou, C., Fares, R., Bohlender, D., Catala, C., Deleuil, M., Shkolnik, E., Cameron, A. C., Jardine, M. M., Walker, G. A. H.“... motion of its giant planet (period 3.3 d). Assuming that this synchronisation is not coincidental...”
Published 2008
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9by Donati, J. F., Moutou, C., Fares, R., Bohlender, D., Catala, C., Deleuil, M., Shkolnik, E., Cameron, A. C., Jardine, M. M., Walker, G. A. H.“... motion of its giant planet (period 3.3 d). Assuming that this synchronisation is not coincidental...”
Published 2008
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10by Donati, J. F., Moutou, C., Fares, R., Bohlender, D., Catala, C., Deleuil, M., Shkolnik, E., Cameron, A. C., Jardine, M. M., Walker, G. A. H.“... motion of its giant planet (period 3.3 d). Assuming that this synchronisation is not coincidental...”
Published 2008
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11by Lainey, Valéry, Karatekin, Özgür, Desmars, Josselin, Charnoz, Sébastien, Arlot, Jean-Eudes, Emelyanov, Nicolai, Le Poncin-Lafitte, Christophe, Mathis, Stéphane, Remus, Françoise, Tobie, Gabriel, Zahn, Jean-Paul“... ratio can be determined at different frequencies, it may also be possible to constrain the giant planet...”
Published 2012
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12by Lainey, Valéry, Karatekin, Özgür, Desmars, Josselin, Charnoz, Sébastien, Arlot, Jean-Eudes, Emelyanov, Nicolai, Le Poncin-Lafitte, Christophe, Mathis, Stéphane, Remus, Françoise, Tobie, Gabriel, Zahn, Jean-Paul“... ratio can be determined at different frequencies, it may also be possible to constrain the giant planet...”
Published 2012
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13by Lainey, Valéry, Karatekin, Özgür, Desmars, Josselin, Charnoz, Sébastien, Arlot, Jean-Eudes, Emelyanov, Nicolai, Le Poncin-Lafitte, Christophe, Mathis, Stéphane, Remus, Françoise, Tobie, Gabriel, Zahn, Jean-Paul“... ratio can be determined at different frequencies, it may also be possible to constrain the giant planet...”
Published 2012
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14by Lainey, Valéry, Karatekin, Özgür, Desmars, Josselin, Charnoz, Sébastien, Arlot, Jean-Eudes, Emelyanov, Nicolai, Le Poncin-Lafitte, Christophe, Mathis, Stéphane, Remus, Françoise, Tobie, Gabriel, Zahn, Jean-Paul“... ratio can be determined at different frequencies, it may also be possible to constrain the giant planet...”
Published 2012
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15by Lainey, Valéry, Karatekin, Özgür, Desmars, Josselin, Charnoz, Sébastien, Arlot, Jean-Eudes, Emelyanov, Nicolai, Le Poncin-Lafitte, Christophe, Mathis, Stéphane, Remus, Françoise, Tobie, Gabriel, Zahn, Jean-Paul“... ratio can be determined at different frequencies, it may also be possible to constrain the giant planet...”
Published 2012
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16by Lainey, Valéry, Karatekin, Özgür, Desmars, Josselin, Charnoz, Sébastien, Arlot, Jean-Eudes, Emelyanov, Nicolai, Le Poncin-Lafitte, Christophe, Mathis, Stéphane, Remus, Françoise, Tobie, Gabriel, Zahn, Jean-Paul“... ratio can be determined at different frequencies, it may also be possible to constrain the giant planet...”
Published 2012
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17by Lainey, Valéry, Karatekin, Özgür, Desmars, Josselin, Charnoz, Sébastien, Arlot, Jean-Eudes, Emelyanov, Nicolai, Le Poncin-Lafitte, Christophe, Mathis, Stéphane, Remus, Françoise, Tobie, Gabriel, Zahn, Jean-Paul“... ratio can be determined at different frequencies, it may also be possible to constrain the giant planet...”
Published 2012
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18by Lainey, Valéry, Karatekin, Özgür, Desmars, Josselin, Charnoz, Sébastien, Arlot, Jean-Eudes, Emelyanov, Nicolai, Le Poncin-Lafitte, Christophe, Mathis, Stéphane, Remus, Françoise, Tobie, Gabriel, Zahn, Jean-Paul“... ratio can be determined at different frequencies, it may also be possible to constrain the giant planet...”
Published 2012
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19by Lainey, Valéry, Karatekin, Özgür, Desmars, Josselin, Charnoz, Sébastien, Arlot, Jean-Eudes, Emelyanov, Nicolai, Le Poncin-Lafitte, Christophe, Mathis, Stéphane, Remus, Françoise, Tobie, Gabriel, Zahn, Jean-Paul“... ratio can be determined at different frequencies, it may also be possible to constrain the giant planet...”
Published 2012
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20by Crouzet, Nicolas, Agabi, Karim, Blazit, Alain, Bonhomme, Serge, Fanteï-Caujolle, Yan, Fressin, François, Guillot, Tristan, Schmider, François-Xavier, Valbousquet, Franck, Bondoux, Erick, Challita, Zalpha, Abe, Lyu, Daban, Jean-Baptiste, Gouvret, Carole“... to allow the detection of one to a few transiting giant planets, and that the photometric precision...”
Published 2008
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