This study was a large scale community-randomised trial, which compared sets of process and outcome indicators between 12 IPTi-implementing divisions and 12 comparison divisions.
The models detailed above use two distinctly different methods of implementing the division operation.
In such a decentralized and distributed network, as each transmitter operates independently, implementing a frequency division or a time division multiple access is not trivial.
There is no way to implement integer division over Paillier ciphertexts.
Partial reconfiguration be able to make reconfigurable time shorten greatly and implement time division multiplex access of logic resources.
In addition, the choices that must be made to implement parareal (division of the temporal domain, election of the coarse solver and so on) are currently made using trial-and-error approaches.
In this context, we therefore introduce two mathematical models which can both implement arithmetic division between the starch content and the expected time to dawn.
Of note, this equation is also well known as an intra-voxel incoherent motion (IVIM) model, which usually implements the division of water diffusion from water perfusion in low-b-value data.
Since the T molecule hinders starch degradation by binding to M molecules and preventing them from binding to S, it can be shown that this model can also implement arithmetic division between the S and T molecule concentrations.
By a similar analysis to that carried out for Model 1 and Model 2, and for similar reasons, it can be shown that this model can also implement arithmetic division between the S and T molecule concentrations.
To represent a balanced self-renewal and differentiation at the population level, we implement asymmetric division for spermatogonial stem cells in the model, i.e., one cell divides to give rise to one stem cell (self-renewal) and one differentiating spermatogonium (differentiation).
