… They were in the style of the late-19th-century mathematics tripos, with heavy calculations.
There was … An extension of the theorem was proposed by Ivo Marek in 1967 [77]. It concerns …

… variables are unbounded and F is linear, we present a tech:nique reducing the probllem
to the solvability of certain congruences- In the case when eacsh point of a hakpace is an …

… His huge impact and contributions to these areas of mathematics are very hard to assess
due to the great extension and ramifications of his works. According to [38], Ivo Rosenberg …

… In the present paper by a purely combinatorial argument, the number n(k) is found to be …
find the numbers ri(k) of all distinct maximal classes of the type A,(p E Ri , i = I,..., 6). The number …

… Finally, we raise questions about the lattice of hyperclones, in particular in the simplest …
To describe it we need the following concept which plays a crucial role in the theory. For a …

… The symbol /: B-~,-C stands for: / is a bijeetion from the set B onto the set C; e~ denotes identity
map B ~-~ B and zY is the … Further (Xl, ..., xn) denotes the sequence with terms xl .... , xn …

… Gavrilov [5, 6] in the countable case and the author for the … The proofs of this fact seems
to indicate that the structure of … AI and A k and the/-relations are simply the k-ary relations. …

… Csäkäny in the fall of there are only few papers in the field, we have tried givemost of the
relevant definitions and most of proofs. W e start with the definitions , prove the main the result …

… of the Galois-closed classes in a form which is valid for the infinitary case as well. For the
classes of partial functions we obtain the infinitarily valid formulation of his criterion; for the …

… the neutral element 0 to be the least element of ( V, d ) and we replace the first axiom by d(x,
y) d 0 ox = y (a model for such Vis the … we study the elements of I/ appearing as the values of …