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The only difference here is that NextCycle is now placed earlier, before the counter-incrementing code. This means that unlike before, the continue statement will increment the counter and run the loop s logic. This indicates that the loop was probably implemented using the for keyword. Another way of implementing this type of sequence without using a for loop is by using a while or do...while loop and incrementing the counter inside the conditional statement, using the ++ operator. In this case, the logical statement would look like this:

java ean 13 reader

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ZXing ("Zebra Crossing") barcode scanning library for Java , Android .... The Barcode Scanner app can no longer be published, so it's unlikely any changes will ...

When several random variables exist, they can be represented by a joint pmf if they are discrete or a joint pdf if they are continuous. For example, if there are two discrete variables, X and Y, pX,Y (x, y) is the probability that X has the value x and Y has the value y, or (A.21) pX,Y (x, y) P [(X = x) (Y = y)] The joint CDF is then FX,Y P [(X x) (Y y)] =

do { ... } while (++c < 1000);

Loop unrolling is a code-shaping level optimization that is not CPU- or instruction-set-specific, which means that it is essentially a restructuring of the high-level code aimed at producing more efficient machine code. The following is an assembly language example of a partially unrolled loop:

pX,Y (xi , yi )

10

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java ean 13 reader

java barcode reader - Stack Overflow
ZXing provides Java source code that reads most any common format ( UPC , EAN , QR codes, etc.). It provides source to a complete Android ...

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xor pop lea LoopStart: mov add add add add cmp jl ecx,ecx ebx ecx,[ecx] edx,dword ptr [esp+ecx*4+8] edx,dword ptr [esp+ecx*4+4] ecx,3 edx,dword ptr [esp+ecx*4-0Ch] eax,edx ecx,3E7h LoopStart

This loop is clearly a partially unrolled loop, and the best indicator that this is the case is the fact that the counter is incremented by three in each iteration. Essentially what the compiler has done is it duplicated the loop s body three

(A.22)

times, so that each iteration actually performs the work of three iterations instead of one. The counter incrementing code has been corrected to increment by 3 instead of 1 in each iteration. This is more efficient because the loop s overhead is greatly reduced instead of executing the CMP and JL instructions 0x3e7 (999) times, they will only be executed 0x14d (333) times. A more aggressive type of loop unrolling is to simply eliminate the loop altogether and actually duplicate its body as many times as needed. Depending on the number of iterations (and assuming that number is known in advance), this may or may not be a practical approach.

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Some optimizing compilers have special optimization techniques for generating branchless logic The main goal behind all of these techniques is to eliminate or at least reduce the number of conditional jumps required for implementing a given logical statement The reasons for wanting to reduce the number of jumps in the code to the absolute minimum is explained in the section titled Hardware Execution Environments in Modern Processors in 2 Briefly, the use of a processor pipeline dictates that when the processor encounters a conditional jump, it must guess or predict whether the jump will take place or not, and based on that guess decide which instructions to add to the end of the pipeline the ones that immediately follow the branch or the ones at the jump s target address If it guesses wrong, the entire pipeline is emptied and must be refilled.

By analogy, the continuous pdf and CDF also exist. For the case of two continuous variables X and Y P [(x0 X xi ) (y0 Y yi )] = The joint CDF is then FX,Y = and the pdf is fX,Y = 2 FX,Y (x, y) x y (A.25)

The amount of time wasted in these situations heavily depends on the processor s internal design and primarily on its pipeline length, but in most pipelined CPUs refilling the pipeline is a highly expensive operation Some compilers implement special optimizations that use sophisticated arithmetic and conditional instructions to eliminate or reduce the number of jumps required in order to implement logic These optimizations are usually applied to code that conditionally performs one or more arithmetic or assignment operations on operands The idea is to convert the two or more conditional execution paths into a single sequence of arithmetic operations that result in the same data, but without the need for conditional jumps There are two major types of branchless logic code emitted by popular compilers One is based on converting logic into a purely arithmetic sequence that provides the same end result as the original high-level language logic.

java ean 13 reader

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