Binom eng dvi

Amazing properties of binomial coeffcients

Amazing properties of binomial coefficients

Several research topics will be set to you at the conference. Your aim is the maximal advance in one of these topics. You can co-operate in the solving of problems, arbitrary teams are allowed (i.e. the team may consist of participants from different cities). If you solve problems in different topics you may take part in different teams. The only thing you should avoid is to sign up the solutions of those problems that you really were not solving (this may happen if the team is too big and not all of its members solve the problems of some topic actively).

The following is the introductory set of problems about binomial coefficients. You may hand in the (written) solutions to Kokahs K. (coach 15, seat 17) In Teberda the set of problems will be enlarged a lot and you may hand in your solutions of this set of problems, except 1.2, in Teberda, too. You can hand in the solutions of the problem 1.2 in train only.