代码搜索：Avoiding

找到约 159 项符合「Avoiding」的源代码

代码结果 159
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h byteorder.h

#ifndef _I386_BYTEORDER_H #define _I386_BYTEORDER_H #include #include #ifdef __GNUC__ /* For avoiding bswap on i386 */ #ifdef __KERNEL__ #include #
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www.eeworm.com/read/195013/5120664

h byteorder.h

#ifndef _I386_BYTEORDER_H #define _I386_BYTEORDER_H #include #ifdef __GNUC__ /* For avoiding bswap on i386 */ #ifdef __KERNEL__ #include #endif static __inline__ __c
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www.eeworm.com/read/179911/5298596

h byteorder.h

#ifndef _I386_BYTEORDER_H #define _I386_BYTEORDER_H #include #ifdef __GNUC__ /* For avoiding bswap on i386 */ #ifdef __KERNEL__ #include #endif static __inline__ __c
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www.eeworm.com/read/350097/3133486

h byteorder.h

#ifndef _I386_BYTEORDER_H #define _I386_BYTEORDER_H #include #ifdef __GNUC__ /* For avoiding bswap on i386 */ #ifdef __KERNEL__ #include #endif static __inline__ __c
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www.eeworm.com/read/292705/3947091

h byteorder.h

#ifndef _I386_BYTEORDER_H #define _I386_BYTEORDER_H #include #ifdef __GNUC__ /* For avoiding bswap on i386 */ #ifdef __KERNEL__ #include #endif static __inline__ __c
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www.eeworm.com/read/439082/1817119

h byteorder.h

#ifndef _I386_BYTEORDER_H #define _I386_BYTEORDER_H #include #ifdef __GNUC__ /* For avoiding bswap on i386 */ #ifdef __KERNEL__ #include #endif static __inline__ __c
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www.eeworm.com/read/430518/1926097

h byteorder.h

#ifndef _I386_BYTEORDER_H #define _I386_BYTEORDER_H #include #ifdef __GNUC__ /* For avoiding bswap on i386 */ #ifdef __KERNEL__ #include #endif static __inline__ __c
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www.eeworm.com/read/357083/3030837

h byteorder.h

#ifndef _I386_BYTEORDER_H #define _I386_BYTEORDER_H #include #ifdef __GNUC__ /* For avoiding bswap on i386 */ #ifdef __KERNEL__ #include #endif static __inline__ __c
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www.eeworm.com/read/427909/8913384

m logsumexpv.m

function s = logsumexpv(a) % Returns log(sum(exp(a))) while avoiding numerical underflow. % % e.g., log(e^a1 + e^a2) = a1 + log(1 + e^(a2-a1)) if a1>a2 % If a1 ~ a2, and a1>a2, then e^(a2-a1) is
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www.eeworm.com/read/373250/9467514

m logsumexpv.m

function s = logsumexpv(a) % Returns log(sum(exp(a))) while avoiding numerical underflow. % % e.g., log(e^a1 + e^a2) = a1 + log(1 + e^(a2-a1)) if a1>a2 % If a1 ~ a2, and a1>a2, then e^(a2-a1) is
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