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An example is given to show that the direct sum of two modules each with couniserial dimension (even copies of a module) need not have couniserial dimension.
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For example, modules need not have bases, as the Z-module (i.e., abelian group) Z/2Z shows; those modules that do (including all vector spaces) are known as free modules.
From this subnet, one can find that functional modules need not be rigid, densely interconnected structures.
Also, target modules need not be the same for every pre-synaptic neuron.
Furthermore, gene modules need not be contiguous or clustered to remain functional.
A potential major advantage of definition (Eq. 37) is that the individual dataset modules need not be obtained using the same module detection procedure.
Although each examinee completes all of the items administered within a module, any two examinees need not receive the same module or sequence of modules because the module and its administration order are based on each examinees' ability estimate.
Nobody much cared; since most Americans viewed cars primarily as appliances, as transportation modules, they needn't be sophisticated.
Such a role of modularity relates to the concept of distributed robustness [14] if a module fails, many other modules can collectively compensate for this loss, there need not be any replacement module.
Therefore, each time the Wi-Fi module awakens, a new connection need not be established.
The KINDEX therefore can serve as a module to identify women in need not only concerning mental health problems but other social disadvantages and allow for the establishment of early support services that meet psychosocial risk situations during gestation and after birth.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com