Linear consecutively connected systems (LCCSs) are systems containing a linear sequence of ordered nodes.
SDEs are conditional probability distributions over the next observation given a variable-length sequence of ordered actions and expected observations up to the present that partition the space of possible agent histories, thus forming an approximate predictive representation of state.
For the genuine user, sort the set from largest to smallest into a sequence of ordered feature indices.
A sequence of ordered subsets of is said to be a logarithmic signature (LS) for if each element can be expressed uniquely as a product of the form (A1). for.
The simple sequencing rule of ordering the patient classes in increasing order of mean service time performs best among all the sequencing rules.
A Skolem sequence of order n is a sequence Sn="(s1,…2,s2n2n) of 2n integers containing each of the integers 1,2,…,n exactly twice, such that two occurrences of the integer j∈{1,2,…,n} are separated by exactly j−1 integers.
Given the above constraints and production modes, the product scheduling technique proposed in this paper aims at optimising the sequence of orders in a single machine so that the cost of production (mainly determined by the energy) is minimised.
That is satisfying the Polya sequence of order two for reliability function.
Theorem 5.5 Every λ-statistically convergent sequence of order α is λ-statistically bounded of order α.
If ((x_{j})) is lacunary (I_{lambda} -statistically convergent sequence of order α defI_{lambda} -statisticallyn it is also a laconvergent{mu})-sequence sequence of order β defined by (mathscr{M}).
