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UID:calendarize-lu-doktoranturas-skolas-pirmais-strategiskas-planosanas-darbseminars-20241129
DTSTAMP:20241113T115350Z

DTSTART:20241129T120000Z
DTEND:20241129T140000Z
    
SUMMARY:LU Doktorantūras skolas pirmais stratēģiskās plānošanas darbseminārs
DESCRIPTION:\nŠovasar ir izveidota LU Doktorantūras skola\, kuras pamatuzdevums ir visu LU doktora studiju programmu īstenošanas pārraudzība\, doktorantūras kvalitātes uzraudzība un pilnveide\, veidojot vienotu un kopīgu atbalsta sistēmu LU doktorantiem\, tādējādi stiprinot zinātnisko kopienu.   \n“Jaunais doktorantūras modelis\, kas LU tiek ieviests pakāpeniski līdz 2026. gada beigām\, prasa sistēmisku vides maiņu\, kur svarīgs ikviena redzējums un viedoklis. Novembra sākumā uz darbsemināru tika aicināti doktora studiju programmas direktori\,  debatējot par potenciālo sadarbības modeli un veicamajiem uzdevumiem un funkcijām\, kā arī atbildības sadalījumiem. Šis bija pirmais darbseminārs šai ciklā.  Savukārt janvāra darbseminārs tiks veltīts studiju procesam\, īpašu uzmanību pievēršot caurviju prasmju kursu plānojumiem. Darbsemināros LU doktorantiem vēlamies apzināt doktorantu vajadzības un vēlmes\, redzējumu un pieredzes\, kas ļaus mums izveidot doktorantu vajadzībās bāzētu atbalsta sistēmu\,” stāsta LU Doktorantūras skolas pārstāve Dr. ģeogr. Gunta Kalvāne\, piebilstot\, ka darbsemināri noris divos dažādos laikos un vietās\, lai ļautu piedalīties plašākam lokam\, izvēloties sev piemērotāko laiku un vietu\, un lai apspriestu aktuālos jautājumus niansētāk\, pulcējoties mazākās grupās. \nDarbsemināru mērķis ir apzināt LU doktorantu esošās vajadzības\, lai kopīgi plānotu atbalsta sistēmas izveidi doktorantiem. Pirmais darbseminārs būs veltīts esošās situācijas apzināšanai\, kā arī diskusijām par sadarbību ar zinātnisko darba vadītāju\, caurviju prasmju kursu plānošanu un komunikāciju zinātniskās kopienas veidošanai. \nIndividuālie redzējumi tiks izmantoti tikai apkopotā veidā\, nodrošinot privātumu darbsemināra dalībniekiem.  \nDarbsemināra norises vieta:  \n 	29. novembrī LU Zinātņu māja\, 725. auditorija  	6. decembrī LU Doktorantūras skola\, Kalpaka bulvāris 4\, 108. telpa  \nLaiks: no plkst. 14.00 līdz plkst. 16.00 ar neformālām sarunām pēc darbsemināra \nLūgums aizpildīt pieteikuma anketu.\nJautājumu gadījumā lūgums sazināties ar LU Doktorantūras skolas pārstāvi Guntu Kalvāni\, rakstot uz e-pastu gunta.kalvane@lu.lv  \nLU Doktorantūras skolas izveide ir viena no aktivitātēm Atveseļošanas un noturības mehānisma projektā “Latvijas Universitātes iekšējā un ārējā konsolidācija” (Nr. 5.2.1.1.i.0/2/24/I/CFLA/007)\, ko īsteno Latvijas Universitāte un Banku augstskola\, turpinot Eiropas Sociālā fonda projektā “LU doktorantūras kapacitātes stiprināšana jaunā doktorantūras modeļa ietvarā” (Nr. 8.2.2.0/20/I/006) aizsākto doktorantūras studiju pilnveidi Latvijas Universitātē. 
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" style="" /></p>\n<p>Šovasar ir izveidota LU Doktorantūras skola\, kuras pamatuzdevums ir visu LU doktora studiju programmu īstenošanas pārraudzība\, doktorantūras kvalitātes uzraudzība un pilnveide\, veidojot vienotu un kopīgu atbalsta sistēmu LU doktorantiem\, tādējādi stiprinot zinātnisko kopienu.&nbsp\;&nbsp\;&nbsp\;</p>\n<p>“Jaunais doktorantūras modelis\, kas LU tiek ieviests pakāpeniski līdz 2026. gada beigām\, prasa sistēmisku vides maiņu\, kur svarīgs ikviena redzējums un viedoklis. Novembra sākumā uz darbsemināru tika aicināti doktora studiju programmas direktori\,&nbsp\; debatējot par potenciālo sadarbības modeli un veicamajiem uzdevumiem un funkcijām\, kā arī atbildības sadalījumiem. Šis bija pirmais darbseminārs šai ciklā.&nbsp\; Savukārt janvāra darbseminārs tiks veltīts studiju procesam\, īpašu uzmanību pievēršot caurviju prasmju kursu plānojumiem. Darbsemināros LU doktorantiem vēlamies apzināt doktorantu vajadzības un vēlmes\, redzējumu un pieredzes\, kas ļaus mums izveidot doktorantu vajadzībās bāzētu atbalsta sistēmu\,” stāsta <strong>LU Doktorantūras skolas pārstāve&nbsp\;<em>Dr. ģeogr.&nbsp\;</em>Gunta Kalvāne</strong>\, piebilstot\, ka darbsemināri noris divos dažādos laikos un vietās\, lai ļautu piedalīties plašākam lokam\, izvēloties sev piemērotāko laiku un vietu\, un lai apspriestu aktuālos jautājumus niansētāk\, pulcējoties mazākās grupās.&nbsp\;</p>\n<p>Darbsemināru mērķis ir apzināt LU doktorantu esošās vajadzības\, lai kopīgi plānotu atbalsta sistēmas izveidi doktorantiem. Pirmais darbseminārs būs veltīts esošās situācijas apzināšanai\, kā arī diskusijām par sadarbību ar zinātnisko darba vadītāju\, caurviju prasmju kursu plānošanu un komunikāciju zinātniskās kopienas veidošanai.&nbsp\;</p>\n<p>Individuālie redzējumi tiks izmantoti tikai apkopotā veidā\, nodrošinot privātumu darbsemināra dalībniekiem.&nbsp\;&nbsp\;</p>\n<p><strong>Darbsemināra norises vieta:&nbsp\;&nbsp\;</strong></p>\n<ul> 	<li>29. novembrī LU Zinātņu māja\, 725. auditorija&nbsp\;</li> 	<li>6. decembrī LU Doktorantūras skola\, Kalpaka bulvāris 4\, 108. telpa&nbsp\;</li> </ul>\n<p><strong>Laiks:</strong>&nbsp\;no plkst. 14.00 līdz plkst. 16.00 ar neformālām sarunām pēc darbsemināra&nbsp\;</p>\n<p>Lūgums aizpildīt<strong>&nbsp\;<a href="https://forms.office.com/e/QbpwqLKUhW" rel="noreferrer" target="_blank">pieteikuma anketu.</a></strong></p>\n<p>Jautājumu gadījumā lūgums sazināties ar LU Doktorantūras skolas pārstāvi Guntu Kalvāni\, rakstot uz e-pastu&nbsp\;<a href="mailto:gunta.kalvane@lu.lv" rel="noreferrer noopener" target="_blank">gunta.kalvane@lu.lv&nbsp\;</a>&nbsp\;</p>\n<p><em>LU Doktorantūras skolas izveide ir viena no aktivitātēm Atveseļošanas un noturības mehānisma projektā “Latvijas Universitātes iekšējā un ārējā konsolidācija” (Nr. 5.2.1.1.i.0/2/24/I/CFLA/007)\, ko īsteno Latvijas Universitāte un Banku augstskola\, turpinot Eiropas Sociālā fonda projektā “LU doktorantūras kapacitātes stiprināšana jaunā doktorantūras modeļa ietvarā” (Nr. 8.2.2.0/20/I/006) aizsākto doktorantūras studiju pilnveidi Latvijas Universitātē.&nbsp\;</em></p>
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