Together with [[SIGMA].sub.u] the
multiplicative set [S.sub.[SIGMA]] is considered.
Arrays are of critical importance and should be used with students in all primary years to develop and consolidate understanding of the properties of multiplication and the
multiplicative situation (Hurst, 2014; Siemon et al., 2016).
Data are indicated as median (Q25-Q75) and minimum-maximum values Histo score Groups (n=7) Median Minimum Maximum (Q25-Q75) Control 300 (250-300) 200 300 L-cysteine 300 (300-300) 300 300 Acrylamide 250M (a,b,c) 200 250 (200-250) Acrylamide+L-cysteine 300 (300-300) 300 300 Additive Quick score Groups (n=7) Median (Q25-Q75) Minimum Maximum Control 9(9-9) 8 9 L-cysteine 9(9-9) 9 9 Acrylamide 8 (a,b,c) (7-8) 7 9 Acrylamide+L-cysteine 9 (9-9) 9 9
Multiplicative Quick score Groups (n=7) Minimum Maximum Median (Q25-Q75) Control 18 (18-18) 12 18 L-cysteine 18 (18-18) 18 18 Acrylamide 15 (a,b,c) (10-15) 10 18 Acrylamide+L-cysteine 18 (18-18) 18 18 Ranges: Histo score (0-300), and additive Quick score (1-9) and
multiplicative Quick score (0-18).
As an interesting upshot of the characterization of closed ideals of C(X), we characterize all
multiplicative linear functionals on C(X).
Consider the following discrete-time stochastic systems with
multiplicative noises and stochastic nonlinearity functions:
On the other hand, the Shishkin mesh discretization naturally leads to a decomposition of the domain, which suggests to solve the discretized problem by the
multiplicative Schwarz method.
Zhang and Wu [30] discussed the
multiplicative consistency of hesitant fuzzy LPRs and developed a consistency-improving process to adjust hesitant fuzzy LPR with unacceptably
multiplicative consistency into an acceptably
multiplicative one.
Specifically, we prove (Theorem 14) that every
multiplicative Hom-Maltsev algebra is naturally a
multiplicative Hom-Lts by a suitable definition of the ternary operation.
Ismail Zembat identifies that fraction division is a topic which is difficult to understand, involving a unique
multiplicative relationship among, divisor, dividend, quotient and remainder.
The generalized affine
multiplicative programs problem (GAMP) arises naturally in many practical applications including management science, engineering optimization design, optimal control, Euclidean geometry, economic planning, production planning, and combinatorial mathematics [1, 2].
The first
multiplicative Zagreb index and the second
multiplicative Zagreb index are denoted by
There are two types of model:
multiplicative and additive.
