![](data:image/png;base64,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)
Meghívó
A Tomori Pál Főiskola tisztelettel meghívja
2023. november 21-én a
MAGYAR TUDOMÁNY ÜNNEPE 2023
országos rendezvénysorozat keretében
„A progresszív és konzervatív megközelítések dilemmái”
címmel tartandó programjára.
A konferencia címének megfelelően számos tudományterületről (gazdasági, társadalmi, bölcsészeti, jogi, természettudományi) várunk előadásokat, melyek a progresszív és/vagy konzervatív megközelítések sajátosságaival, felhasználásával, előnyeivel, hátrányaival foglalkoznak pl. a menedzsment, szociológia, filozófia, matematika, nemzetközi számviteli és pénzügyi trendek, történelmi tapasztalatok és a fenntartható fejlődés kihívásai területén.
A konferencia programja:
9.00-9:15 Dr. habil. Suhányi László m.b. rektor: Megnyitó
PLENÁRIS ELŐADÁSOK:
9:15-9:45 Dr. Besenyei Lajos
9:45-10:15 Marosi László
10:15-10:45 Szalma Botond
10:45-11:15 Csaposs Noémi
11:15-11:45 Dr. Kiss Etele Pál
11:45-12:15 Kérdések és válaszok a plenáris előadások kapcsán
12:15-13:00 Ebédszünet
13:00-15:30 Előadások a szekció üléseken belül
15:30 Zárógondolatok és a konferencia lezárása
"Women Empowement in the World" International Conference
(2020. december 26-27.)
Raqif Huseynov Tanár Úr közreműködésével a Tradepreneur Global Academic Platform Southampton (UK) szervezésében „Női egyenjogosultság biztosítása a világban” Nemzetközi Konferencia 2020. december 26-27-én kerül megrendezésre!
A szervezők minden érdeklődőt szeretettel várnak!
Regisztrációs link:
https://docs.google.com/.../1nzgjeuWkRO_dpP1ZWg7ZTe.../
Részletek: ITT
![](/Data/Sites/1/media/images/aktualis/Tpf_Tradepreneur_Conference_20201227_v2.jpg)