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Microsoft advertised DoubleSpace on the cover of MS-DOS 6 distributions (user's guide for MS-DOS 6 with Windows 3.1 pack-in pictured, DoubleSpace sticker top-right). In the most common usage scenario, the user would have one hard drive in the computer, with all the space allocated to one partition (usually as drive C:).
Windows 10: Windows shell: Metro: Internet Explorer 11 Microsoft Edge: IIS 10.0 12 COMMAND.COM, cmd.exe, PowerShell 5.0 Windows Server 2016: Windows shell, Windows server core: Metro: Internet Explorer 11 Microsoft Edge IIS 10.0 12 (via "Desktop Experience") cmd.exe, PowerShell 5.1 Windows Server 2019: Windows shell, Windows server core: Metro ...
Windows 10 is a major release of Microsoft's Windows NT operating system. ... and further reducing the amount of space required for Windows 10 by up to 12 ...
When defined for a topological vector space, there is a subspace of the dual space, corresponding to continuous linear functionals, called the continuous dual space. Dual vector spaces find application in many branches of mathematics that use vector spaces, such as in tensor analysis with finite-dimensional vector spaces.
AMD64 (also variously referred to by AMD in their literature and documentation as “AMD 64-bit Technology” and “AMD x86-64 Architecture”) was created as an alternative to the radically different IA-64 architecture designed by Intel and Hewlett-Packard, which was backward-incompatible with IA-32, the 32-bit version of the x86 architecture.
HyperSpace Dual installs the software in a traditional dual-boot configuration, where the two operating systems cannot operate simultaneously. HyperSpace Hybrid configures the system to run Windows and HyperSpace within the "HyperCore" hypervisor, allowing the two environments to operate concurrently, and for users to switch between them instantly.
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The space of distributions, being defined as the continuous dual space of (), is then endowed with the (non-metrizable) strong dual topology induced by () and the canonical LF-topology (this topology is a generalization of the usual operator norm induced topology that is placed on the continuous dual spaces of normed spaces).