Transmeta (redirect from Code Morphing Software)
microprocessors based on a VLIW core and a software layer called Code Morphing Software. Code Morphing Software (CMS) consisted of an interpreter, a runtime...
41 KB (4,280 words) - 13:47, 13 May 2024
Code morphing is an approach used in obfuscating software to protect software applications from reverse engineering, analysis, modifications, and cracking...
3 KB (298 words) - 17:05, 27 October 2023
Transmeta Crusoe (section Software limitations)
Crusoe runs a software abstraction layer, or a virtual machine, known as the Code Morphing Software (CMS). The CMS translates machine code instructions...
16 KB (1,676 words) - 07:48, 19 May 2024
Binary translation (category Emulation software)
core as its engine and a software layer called Code Morphing software. The Code Morphing software acts as a shell […] morphing or translating x86 instructions...
20 KB (2,134 words) - 00:22, 16 April 2024
VLIW design released in 2004 which employs a software engine Code Morphing Software (CMS) to convert code written for x86 processors to the native instruction...
4 KB (419 words) - 02:27, 25 February 2024
sound, and artwork. MorphOS-only software repositories are hosted at MorphOS software, MorphOS files and MorphOS Storage. MorphOS is delivered with several...
26 KB (1,833 words) - 07:35, 9 June 2024
system CMS-2 (programming language), used by the United States Navy Code Morphing Software, a technology used by Transmeta Collection management system for...
7 KB (891 words) - 19:55, 12 February 2024
H. Peter Anvin (category Free software programmers)
technical director; Orion Multisystems, working on CPU architecture and code morphing software; and rPath. UNIX98 ptys CPUID driver The Linux kernel automounter...
6 KB (438 words) - 03:48, 17 April 2024
productivity software created for the Amiga line of computers and covers the AmigaOS operating system and its derivatives AROS and MorphOS. It is a split...
27 KB (3,665 words) - 12:03, 24 April 2024
Free monoid (redirect from Sturmian morphism)
B under f is a code. Every elementary morphism is a code. For L a subset of B∗, a finite subset T of L is a test set for L if morphisms f and g on B∗ agree...
22 KB (2,985 words) - 23:05, 23 February 2024