按照这种方法，如果某个大的内存池是线性的，那么它就可以被寻址。
In this way, a large pool of memory can be addressed as if it were linear.
如今，内存容量已经成为妨碍工作负载借助处理器的力量进行线性扩展的主要瓶颈之一。
Today, memory capacity is one of the major bottlenecks that prevents a workload to scale linearly with the power of processors.
HANA以线性方式升级，也就是说如果你需要更多的内核或内存，按SAP说法你只需要增加更多的节点。
HANA scales linearly, meaning that if you need more cores or memory, you simply add more nodes, according to SAP.
经过监测用户数量和消耗的总内存，表示出了内存消耗的线性关系。
Instrumenting the number of users and the total memory consumed, showed a linear relationship for memory consumption.
Scoped内存有两种，线性的(linear)和可变的(variable)——这是指它们实例化一个对象所需的时间。
There are two types of scoped memory, linear and variable which refers to the time required to instantiate an object.
在一个驱动程序中，mmap函数通过remap _ pfn_range内核函数实现，它提供设备内存到用户地址空间的线性映射。
Within a driver, the mmap function is implemented through the remap_pfn_range kernel function, which provides a linear mapping of device memory into a user's address space.
位的应用程序可以直接访问4eb的虚拟内存，IntelItanium处理器提供了连续的线性地址空间。
A 64-bit application can directly access 4 exabytes of virtual memory, and the Intel Itanium processor provides a contiguous linear address space.
该方法有效地避免了一般复用距离分析可能导致的内存溢出问题，同时使得复用距离分析达到线性时间复杂度。
This method avoids possible memory overflow problem in normal reuse distance analysis, at the same time this method makes complexity of reuse distance analysis decrease to linear.
正是最后一个应用程序的谓词和最（最后一次）*日志（最后一次）掉期掉期如果有足够的存储器有内存不足或数线性。
Exactly last-first applications of the predicate and at most (last-first)*log(last-first) swaps if there is insufficient memory or linear number of swaps if sufficient memory is available.
算法通过运用线性存储器纹理解决了越界问题，并借助CUDA的共享内存以减少对全局内存的访问次数。
By using CUDA's texture from linear memory, over-bound accessing is avoided. For reducing access of global memory, the algorithm employs CUDA's Shared memory.
计算结果表明：线性边界元法具有计算精度高，所需节点少，占内存小，计算时间短的优点。
It has been shown that LBEM has the advantage of higher accuracy, fewer nodes, smaller memory and shorter time.
电力系统的节点导纳方程组一般是维数很大的线性方程组。为了减少导纳矩阵的运算量，节省计算机内存，人们提出了很多优化编号方法。
Many optimal bus-labeling methods have been proposed in order to improve the efficiency of computation of nodal admittance matrix in power systems and to save the computer memories.
电力系统的节点导纳方程组一般是维数很大的线性方程组。为了减少导纳矩阵的运算量，节省计算机内存，人们提出了很多优化编号方法。
Many optimal bus-labeling methods have been proposed in order to improve the efficiency of computation of nodal admittance matrix in power systems and to save the computer memories.
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