[Linux/Unix编程] cpu_type

说明：p4_threads - determines the number of logical processor threads in a die returns number of threads in p4 die (1 for non-HT processors). -p4_threads - determines the number of logical processor threads in a die returns number of threads in p4 die (
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[Linux/Unix编程] SkBitmapProcState_opts_arm

说明：bump srcAddr to the proper row, since we re told Y never changes.
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[Linux/Unix编程] ANTLRCommonTreeNodeStream

说明：Tracks tree depth. Level=0 means we re at root node level.
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[Linux/Unix编程] ANTLRBitSet

说明：Observe View disposition changes. -ing methods are called before the change is committed, -ed methods are called after.
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[Linux/Unix编程] omxtypes_s

说明： Mandatory return codes - use cases are explicitly described for each function. - Mandatory return codes - use cases are explicitly described for each function.
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[Linux/Unix编程] kgsl

说明：fastpath to return the necessary number of records.
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[Linux/Unix编程] platform_device

说明：The following routines provide accessor points for the functionality exported by the various PlatformDevice ports.
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[Linux/Unix编程] mask_array

说明：Assignment operator. Assigns elements to corresponding elements.
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[Linux/Unix编程] SkRecordPattern

说明：First, some matchers. These match a single command in the SkRecord, and may hang onto some data it. If so, you can get the data by calling .get(). -First, some matchers. These match a single command in the SkRecord, and may hang onto some data it.
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[Linux/Unix编程] cxx1y-sized-deallocation

说明：Convert an 8-bit sRGB value non-linear space to a linear RGB value in [0, 1]. Implemented with a 256-entry lookup table. -Convert an 8-bit sRGB value non-linear space to a linear RGB value in [0, 1]. Implemented with a 256-entry lookup table.
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[Linux/Unix编程] max_test

说明：Originally written by Ben Skeggs for the nv50 driver.
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[Linux/Unix编程] malloc_allocator

说明：NB: __n is permitted to be 0. The C++ standard says nothing about what the return value is when __n == 0. -NB: __n is permitted to be 0. The C++ standard says nothing about what the return value is when __n == 0.
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