Prof. univ. dr. habil. Cristina Flaut

Principale axe de cercetare

  • Aplicatii ale algebrelor associative si neasociative 
  • Teoria grupurilor si aplicatii
  • Algebre logice

Proiecte:

  1. 2016-ANCSI-LIT-TH-ST-2016-0020 (26.100 lei cu punctaj maxim 10),  http://www.research.ro/uploads/subventionare-literatura-ts/2016/skm-bizhubc16121210461.pdfhttp://www.research.ro/ro/articol/4199/despre-ancsi-comunicare-s-au-afisat-rezultatele-evaluarii-competitiei-2016-pentru-subven-ionarea-literaturii-tehnico-tiin-ifice
  2. 2013-Director grant: PN-II-ID-WE-2012-4-169- grant CNCS pentru finantarea Workshop-ului Exploratoriu A new approach in theoretical and applied methods in algebra and analysis, 4-6 Aprilie 2013. (aprox. 17.000 lei) 
  3. Sistem pentru detecţie, localizare, urmărire şi identificare a factorilor de risc la adresa obiectivelor de importanţă strategică din zone de litoral – SSSNOC”, Cod depunere PN-II-PT-PCCA 2013-4-0377, Domeniul 8 –Spaţiu şi securitate, Instituţia coordonatoare: Centrul de Cercetare Ştiinţifică pentru Forţele Navale. Parteneri: Oceanografica SRL; Unitatea Militară 02133; Eltex Echipamente Electronice Industriale S.R.L.; General Conf Grup S.R.L.; Universitatea “Ovidius”.  Durata proiectului:  1 iulie 2014-30 septembrie 2017.

Publicații esențiale:

    1. Flaut, C., & Vasile, R. (2020). Wajsberg algebras arising from binary block codes. Soft Computing, 24, 6047–6058. https://doi.org/10.1007/s00500-019-04653-5
    2. Flaut, C. (2019). Some applications of difference equations in cryptography and coding theory. Journal of Difference Equations and Applications, 25(7), 905–920. https://doi.org/10.1080/10236198.2019.1619713
    3. Flaut, C. (2019). Some remarks about the levels and sublevels of algebras obtained by the Cayley-Dickson process. Algebras and Representation Theory, 22(3), 651–663. https://doi.org/10.1007/s10468-018-9792-6
    4. Agarwal, R. P., & Flaut, C. (2017). An introduction to linear algebra. CRC Press-Taylor and Francis Group.
    5. Flaut, C. (2013). Levels and sublevels of algebras obtained by the Cayley–Dickson process. Annali Di Matematica Pura Ed Applicata, 192(6), 1099–1114. https://doi.org/10.1007/s10231-012-0260-3

Teme de cercetare în îndrumare

  • Contributions to the study of fundamental algebraic structures in connection with some  algebras of logic (drd. Alina Oprea Manolica)
  • Vector spaces. Theoretical contributions and applications (drd. Ana Nechifor Muha) 
  • Special elements and sets in various types of algebras (drd. Andreea Tugui Baias)
  • Polynomial rings. Applications (drd. Bianca Liana Bercea Straton) 
  • Contributions to the study of applications of some fundamental algebraic structures (drd. Alexandru Ciuciulete)
  • Contributions to the study of some special rings (drd. Rares Gurzu)