The 13 selected peer-reviewed papers explore such aspects of logic as an analogy between cardinal characteristics and highness properties of oracles, a non-uniformly C-productive sequence and non-constructive disjunctions, the characterization of the second homology group
of stationary type in a stable theory, some questions concerning ab initio generic structures, realizability and existence property of a constructive set theory with types, a goal-directed unbounded coalitional game and its complexity, large cardinals and higher degree theory, and degree spectra of equivalence relations.
It is known from  and  that in this case the homology group
In this setting, the concept of size function coincides with the dimension of the 0-th multidimensional persistent homology group
and transfer of seven species of the genus Pseudomonas homology group
II to the new genus with type species Burkholderia cepacia (Palleroni & Holmes 1981) comb.
2) Compute geometric realizations of a set of generators that form a basis of the first and second homology groups
of K (for the zeroth homology group
, this is trivial) in O([n.
q](X) is called the qth digital simplicial homology group
The invariants for two-component handlebody-links are elementary divisors of a matrix whose entries are linking numbers of closed circles corresponding to the basis of one homology group
and that of the other homology group
n-1] on the top homology group
of the order complex of [[PI].
heilmannii" type 2 were highly related and formed a distinct cluster within the rRNA homology group
In fact, it computes this homotopy group as a homology group
of another space (simplicial set): [K.
The modules of this subchain complex are lifts of homology groups
Decomposition theorem for homology groups
of symmetric groups.