**EFSTATHIOS VASSILIOU**

*books** and
notes (in Greek)*

*Introduction to the geometry of
infinite-dimensional fibre bundles.** *Monograph,
University of Athens
(1982), pp. xiv+210 (in Greek).

*Linear differential equations on manifolds.** *An annotated inter-seminar
translation into Greek of the Russian monograph, under the same title,

by *S. Krein* and *N. Jackin *(Voronez Univ.
1980), University of Athens (1984), pp. viii+164.

*Principal
bundles, connections and equations with total differentials: a geometric
approach to the theorem of Floquet-Liapunov.*

Monograph, University
of Athens (1986), pp.
ix+113 (in Greek).

*Lecture notes on linear geometry* (with J. Arachovitis)
University of Athens
(1987), pp. 98 (in Greek).

*Introduction to projective geometry.** *Kardamitsa Publ., Athens
(1989), pp. xiii+246 (in Greek).

*Lecture
notes on differential geometry (theory of Manifolds and Lie groups) *(with M. Papatriantafillou).
New edition (2008),

University of Athens
, pp. 158 (in
Greek).

*Differential
geometry: a graduate course* (with M. Papatriantafillou)*.
*Lecture notes, University
of Athens (1994), Vol. I:
pp. 120,

Vol. II: pp. 95 (in Greek). New edition ( in LaTeX format) as *Geometry
of fibre bundles*: University
of Athens (2007),
pp. 232 (in Greek).

*Elements of projective geometry*. New
edition –
Symmetria Publishers (2009), pp. 304 (in Greek).

*Lecture
notes on the differential geometry of curves and surfaces.* New edition (2009), University of Athens,
pp. 212 (in Greek).

*Geometry for Didactics *(Lecture Notes for a graduate
course).* *University of Athens (2012), pp.137 (in Greek).

*Topics in Geometry *(Corrected edition of the preceding notes, supplemented
with a new chapter). University of Athens (2015),

pp.173 (in Greek).

## Lecture Notes to download

#### 1. Differential Geometry of Curves
and Surfaces (undergraduate course)

**2. Geometry for
Didactics**** (graduate course)**

** dida.pdf**

**3. Topics in Geometry (graduate course)**

** dida15.pdf**

**4. Fibre Bundles**** (graduate course)**

** bundles.pdf**

#### 5. Differential Geometry of Manifolds
and Lie Groups I (undergraduate course)

#### 6. Elements of Projective Geometry (undergraduate course)

###

*publications*

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