Prof. Bruno Courcelle
was staying in St.Petersburg from 6.07.1997 to 8.07.1997
Application for participation in the EIMI program
TETE-A-TETE IN RUSSIA
I. Western participant(s)
1) last name...........................COURCELLE
2) given name(s).......................Bruno
3) citizenship.........................French
4) degree, title(s). ..................Doctor in mathematics
....................................Professor in Computer Science
5) affiliation.........................Bordeaux-1 University
6) position............................Professor (permanent position)
7) mailing address.................... Bordeaux-1 University, LABRI
..........................351 cours de la Liberation,
33 405 TALENCE cedex, FRANCE
8) e-mail address:.....................courcell@labri.u-bordeaux.fr
9) phone number: (personal: (33) 5 56 37 53 62
...........................office: (33) 5 56 84 61 00
10) FAX number (33) 5 56 84 66 69
II. Russian participant(s)
1) family name Matiyasevich
2) given name Yurii
3) patronymic Vladimirovich
4) degree, title(s) Dr. Sc.
5) affiliation PDMI RAS
6) position Head of Laboratory
7) mailing address 27, Fontanka
POMI RAN
St.Petersburg
191011 Russia
8) e-mail address yumat@pdmi.ras.ru
9) phone number 7(812)1174392
10) FAX number 7(812)3105377
III. Subject and form of proposed joint work (a few phrases):
General topic: Work on power of monadic second order logic for expressing
properties of finite graphs and for defining graph transformations.
Specific problem:
In some cases, equipping the given graph with an arbitrary linear
order helps for expressing its properties. Among such properties are
cardinality of sets modulo fixed integers.
Question is: Are there other
properties requiring auxiliary linear order. Conjecture by Courcelle is YES.
IV. Desired duration 6 days in the period
from July 5 to July 10, 1997