Victoria Budkevich is independent artist, born and raised in Russia, Moscow. For the moment she is living in Frankfurt (Germany). She has Master's Degree in Applied Mathematics and Computer Science and diploma from Moscow Design and Applied Arts College. Currently she is working in the financial sector. She has been drawing since she was old enough to hold a pencil and paper. She likes art, mathematic, rats, travelling and meeting interesting people.

1996 Moscow Design and Applied Arts College

1996 Moscow State Industrial University, Applied mathematics

2010 The Open University Business School (UK), Master of Business Administration (MBA)

Current projects include the new exhibitions in Frankfurt am Main and NYC; Moscow (2010), Berlin (2007)

Please contact her by email



Topologically equivalent spaces are indistinguishable from the point of view of any property which is purely topological. An equivalence relation between topological spaces is completely true if there exists a homeomorphism, continuous map between the spaces, H∈C0(X,Y) which has a continuous inverse H−1∈C0(Y,X). Topological equivalence is a reflexive, symmetric and transitive binary relation on the class of all topological spaces. But let's just relax and fade away in haze of lilac, mauve and magenta.



By thinking out of the box we are always forgetting what is inside.

Rat 1 Rat 2 Rat 3 Rat 4