Data si locul nasterii: 31 martie 1941 in Venetia de Jos, Brasov.

Educatia: Absolventa in 1963, Facultatea de Matematica, Universitatea Bucuresti.
Teza de doctorat: 1970, "Masuri vectoriale sigma-algebre stocastice. Descompuneri Doob-Meyer in cazul vectorial".
Pozitii academice: 1963 - 1968 Preparator, 1968 - 1971 Asistent, 1971 - 1991 Lector, 1991 - Conferentiar la Facultatea de Matematica, Universitatea Bucuresti.
Cursuri predate: Optimizare Stocastica (Master, sectia Procese stocastice si statistica teoretica); Teoria probabilitatilor si statistica (anii 2 si 3, sectia Cercetare si sectia Pedagogica); Martingale si Integrale stocastice (anul 5, sectia Probabilitati); Capitole speciale de Teoria Masurii cu aplicatii in Probabilitati (anul 3, sectia cercetare).
Domenii de interes stiintific: Teoria probabilitatilor, Teoria masurii, Teoria potentialului si aplicatiile ei in teoria proceselor stocastice.

Membru al Asociatie Romane de probabilitati si Statistica.

Carti si manuale

1. Order and Potential. Resolvent Families of Kernels (cu Aurel Cornea) in Lecture Notes on Math. Springer-Verlag, 1975.
2. Martingale si Aplicatii, Tipografia Universitatii, 1979.
3. Curs de Matematici Superioare (prima parte), Tipografia Universitatii, 1977.
4. Matematici (partea a doua), Tipografia Universitatii, 1982.

Articole stiintifice

1. Asupra teoremei de descompunere a lui Lebesgue, Com. Acad. R.P.R., vol.13, 1963, p.863-869.
2. General Optional sampling of Supermatingales, (cu Aurel Cornea) Rev. Roum. Math. Pures Appl. t.10, nr.9, 1965, p.1349-1367.
3. Asupra uniform integrabilitatii in spatii Banach, An.Univ.Buc., an 16, nr.1, 1967, p.113-116.
4. Une demonstration unifiee des theoremes de section de P.A.Meyer (cu Aurel Cornea), Z. Warh. Theorie verw. Geb., nr.10, 1968, p.198-202.
5. On supermartingales with partially ordered parameter set Teoria Veroiat. Prim., nr.1, 1969, p.135-137.
6. Vector martingales on sigma-algebras generated by stochastic intervals. Application to Meyer's descomposition theorem, Rev. Roum. Math. Pures Appl., t.14, 1969, p.1511-1524.
7. Vector martingales with continuous parameter set, Rev. Roum.Math. Pures Appl., t.16, nr.6, 1971, p.873-884.
8. On the projection theorems of stochastic processes, Anal.Univ. Buc., 1970, p.51-54.
9. On the compensated inaccessible jumps of a square integrable martingale (cu V.Nicula) in Anal. Univ. Buc., 1981, p.23-26.
10. On the dual predictable projection of a process with integrable variation, Anal.Univ. Buc., 1983, p.39-45.
11. Compensated processes and stochastic integrals, Anal. Univ. Buc., 1984, p.52-58.
12. A remark on the strict martingales and on the martingales of Jumps, Anal. Univ. Buc., 1986, p.34-36
13. Sinonimity and processes with locally integrable variation, Anal. Univ. Buc., 1988, p.21-24.
14. On the Skorohod representation theorem for weak convergence of probability measures, Anal. Univ. Buc., 1989, p.27-30.
15. Decomposition for processes with integrable variation, Proc.of the Nat. Coll. on Prob. Th. and Operat. Research, Craiova, 1982, p.253-256, Univ.Buc., 1982.
16. Approximation of measurable processes with continuous and with simple processes (cu Aurel Cornea) Preprint reihe Math. Kath. Univ. Eichstatt, 97-092, p.1-5, sept 1997.