内联例程(消除调用/返回和参数推送) 试着用表查找(如果它们更快的话)消除测试/开关 展开循环(Duff的设备)到刚好适合CPU缓存的位置 本地化内存访问，以免耗尽缓存 如果优化器还没有本地化相关的计算 如果优化器还没有这样做，就消除循环不变量

首先，正如前面几个回答中提到的，了解是什么影响了您的性能——是内存、处理器、网络、数据库还是其他东西。这取决于…

...if it's memory - find one of the books written long time ago by Knuth, one of "The Art of Computer Programming" series. Most likely it's one about sorting and search - if my memory is wrong then you'll have to find out in which he talks about how to deal with slow tape data storage. Mentally transform his memory/tape pair into your pair of cache/main memory (or in pair of L1/L2 cache) respectively. Study all the tricks he describes - if you don's find something that solves your problem, then hire professional computer scientist to conduct a professional research. If your memory issue is by chance with FFT (cache misses at bit-reversed indexes when doing radix-2 butterflies) then don't hire a scientist - instead, manually optimize passes one-by-one until you're either win or get to dead end. You mentioned squeeze out up to the last few percent right? If it's few indeed you'll most likely win. ...if it's processor - switch to assembly language. Study processor specification - what takes ticks, VLIW, SIMD. Function calls are most likely replaceable tick-eaters. Learn loop transformations - pipeline, unroll. Multiplies and divisions might be replaceable / interpolated with bit shifts (multiplies by small integers might be replaceable with additions). Try tricks with shorter data - if you're lucky one instruction with 64 bits might turn out replaceable with two on 32 or even 4 on 16 or 8 on 8 bits go figure. Try also longer data - eg your float calculations might turn out slower than double ones at particular processor. If you have trigonometric stuff, fight it with pre-calculated tables; also keep in mind that sine of small value might be replaced with that value if loss of precision is within allowed limits. ...if it's network - think of compressing data you pass over it. Replace XML transfer with binary. Study protocols. Try UDP instead of TCP if you can somehow handle data loss. ...if it's database, well, go to any database forum and ask for advice. In-memory data-grid, optimizing query plan etc etc etc.

HTH:)

有时改变数据的布局会有所帮助。在C语言中，可以从数组或结构切换到数组结构，反之亦然。

如果更好的硬件是一个选择，那么一定要去做。否则

Check you are using the best compiler and linker options. If hotspot routine in different library to frequent caller, consider moving or cloning it to the callers module. Eliminates some of the call overhead and may improve cache hits (cf how AIX links strcpy() statically into separately linked shared objects). This could of course decrease cache hits also, which is why one measure. See if there is any possibility of using a specialized version of the hotspot routine. Downside is more than one version to maintain. Look at the assembler. If you think it could be better, consider why the compiler did not figure this out, and how you could help the compiler. Consider: are you really using the best algorithm? Is it the best algorithm for your input size?

减少可变大小(在嵌入式系统中)

如果您的变量大小大于特定体系结构上的单词大小，则会对代码大小和速度产生重大影响。例如，如果你有一个16位系统，经常使用一个长int变量，然后意识到它永远不能超出范围(−32.768…32.767)考虑将其减少到短int。

从我的个人经验来看，如果一个程序已经准备好或几乎准备好了，但是我们意识到它占用了目标硬件程序内存的110%或120%，那么对变量进行快速归一化通常可以解决这个问题。

到这个时候，优化算法或部分代码本身可能会变得令人沮丧的徒劳:

重新组织整个结构，程序就不再像预期的那样工作，或者至少引入了许多错误。 做一些聪明的技巧:通常你花了很多时间优化一些东西，并发现代码大小没有或很小的减少，因为编译器无论如何都会优化它。

Many people make the mistake of having variables which exactly store the numerical value of a unit they use the variable for: for example, their variable time stores the exact number of milliseconds, even if only time steps of say 50 ms are relevant. Maybe if your variable represented 50 ms for each increment of one, you would be able to fit into a variable smaller or equal to the word size. On an 8 bit system, for example, even a simple addition of two 32-bit variables generates a fair amount of code, especially if you are low on registers, while 8 bit additions are both small and fast.

建议:

Pre-compute rather than re-calculate: any loops or repeated calls that contain calculations that have a relatively limited range of inputs, consider making a lookup (array or dictionary) that contains the result of that calculation for all values in the valid range of inputs. Then use a simple lookup inside the algorithm instead. Down-sides: if few of the pre-computed values are actually used this may make matters worse, also the lookup may take significant memory. Don't use library methods: most libraries need to be written to operate correctly under a broad range of scenarios, and perform null checks on parameters, etc. By re-implementing a method you may be able to strip out a lot of logic that does not apply in the exact circumstance you are using it. Down-sides: writing additional code means more surface area for bugs. Do use library methods: to contradict myself, language libraries get written by people that are a lot smarter than you or me; odds are they did it better and faster. Do not implement it yourself unless you can actually make it faster (i.e.: always measure!) Cheat: in some cases although an exact calculation may exist for your problem, you may not need 'exact', sometimes an approximation may be 'good enough' and a lot faster in the deal. Ask yourself, does it really matter if the answer is out by 1%? 5%? even 10%? Down-sides: Well... the answer won't be exact.