**I. PERSONAL DATA:**

Full Name: Calugareanu Gheorghe

Date and Place of Birth: July 16, 1902 [Iasi]

Date and Place of Death: November 15, 1976 [Cluj-Napoca]

Nationality: Romanian

Married: Yes

Number of children: two

**II. ****ACADEMIC QUALIFICATIONS:**

Degree |
University |
Country |
Year |
Field of Specialization |

_{Ph.D} |
Sorbonne, Paris | France | 1928 | Mathematics, Complex Analysis |

_{M.Sc.} |
Sorbonne, Paris | France | 1926 | Mathematics, Complex Analysis |

_{B.Sc.} |
University „King Ferdinand I” Cluj | Romania | 1924 | Mathematics, Integral equations |

Ph.D Thesis Title: *Sur les fonctions polygènes d’une variable complexe* (1928) [English title: *On polygenic functions of complex variable*]

**Languages:**

English | Speaking X | Reading X | Writing X |

French | Speaking X | Reading X | Writing X |

German | Speaking X | Reading X | Writing X |

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**III. PROFESSIONAL EXPERIENCE:**

Academic Positions

Title |
From – To |
University |
Country |

_{Professor} |
_{1942 –} |
University „King Ferdinand I” Cluj | _{Romania} |

_{Assoc. Professor} |
_{1934 – 1942} |
University „King Ferdinand I” Cluj | _{Romania} |

_{Assist. Professor} |
_{1930 – 1934} |
University „King Ferdinand I” Cluj | _{Romania} |

** **Mathematician, Institutul de Calcul din Cluj (1951-1975)

ADMINISTRATIVE EXPERIENCE:

**Departmental Level: Chair, 1942-1972**

**Faculty Level: Dean 1953-1957**

**University Level: Senate member 1962-1972**

MEMBERSHIP IN PROFESSIONAL SOCIETIES:

** **– Member of the Romanian Mathematical Society

**IV. COURSES TAUGHT:**

- Undergraduate Courses

Calculus I, II, Real and Complex Analysis, Linear Algebra, Finite Mathematics, Linear Algebra and Geometry, Topology, Differential and Integral Equations

- Graduate Courses

Special chapters of Algebra, Special chapters of Topology, Special chapters of Complex Analysis, Measure Theory and Special chapters of Real Analysis

**V. THESIS SUPERVISED:**

Iosif** Benko **(1975) *Problems about the Banach spaces of analytic functions *(in Romanian: Probleme asupra spaţiilor Banach de funcţii analitice)

Sever** Groze** (1970) *Contributions to the study of solving nonlinear equations in supermetric spaces** *(in Romanian: Contribuţii la studiul rezolvării ecuaţiilor operaţionale în

spaţii supermetrice)

Martin **Balázs** (1968) *Contributions to the study of solving equations in Banach spaces *(in Romanian: Contribuţii la studiul rezolvării ecuaţiilor în spaţii Banach)

Petru** Hamburg **(1968) *On the algebraic and topological structure of generalized Fantappiè spaces* (in Romanian: Despre structura algebrică şi topologică a spaţiilor generalizate Fantappiè)

Petru** Mocanu **(1959) *Variational methods in the theory of univalent functions.*