… graph can be obtained from G by k splitting operations. Such operation replaces v by … number
of crossings in an optimum drawing of the 4-cube is 8, but no results about splitting number …

… that the splitting number of the n{cube is O(2n), our result implies that the splitting number of
… problem | eligible split set |, and they successfully used splitting numbers in layout algorithm …

… Our number 235277 in Theorem 2 is the 4-cube analogue of the numbers in the table at the
end … Thus our number 235277 is the 4-cube analogue to the number 339 of generic six-point …

… the number of theoretical and experimental studies with diagonal split-tension specimens
is limited than that of other splitting … responses for estimating the split-tensile strength of the …

… give a lower bound on the number N of cubes of non-extendible cube packings. Given such
a cube packing and z ∈ Z d , we denote by N z the number of cubes inside the 4-cube z + [ 0 …

… well as algorithm run times scale up as the number of tuples goes up. We held the Zipf factor
at 2.0, the number of dimensions at 6, and increased the number of tuples from 200K to 1.5 …

… As another application of (10) we calculate the 3-dimensional volume of a slice of the unit
4-cube by a plane perpendicular to the diagonal and r = -& of the way from the origin to the …

… the number of states for size 2, 3, 4 and 5 cubes and Jaap [6], who derives the number of
states for the size 4 cube… Separate calculations on number base (where 1 < number base < 10) …

… split into two hemispheres, and the boundary of each hemisphere similarly split. (Figure 1) …
The dotted squares correspond to the sixteen xij terms from the 4-cube source, depicted at the …

… It is trivial that when we divide any net of ac×c×c cube into 6c2 unit squares, we can make
two cubes of size a×a×a and b×b×b. Therefore, we can consider this open problem as an …