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To understand the details of how arithmetic and logic are implemented in assembly language, you must fully understand flags and how they re used. Flags are used in almost every arithmetic instruction in the instruction set, and to truly understand the meaning of arithmetic sequences in assembly language you must understand the meanings of the individual flags and how they are used by the arithmetic instructions. Flags in IA-32 processors are stored in the EFLAGS register, which is a 32-bit register that is managed by the processor and is rarely accessed directly by

E[a + bX] = a + bE[X]

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program code. Many of the flags in EFLAGS are system flags that determine the current state of the processor. Other than these system flags, there are also eight status flags, which represent the current state of the processor, usually with regards to the result of the last arithmetic operation performed. The following sections describe the most important status flags used in IA-32.

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height: these are isobars and they show equal pressure points. The high points are like hills and the lows are like valleys. The wind moves from high to low pressure, just like water running down a hill, but it follows the lines of the contours. In the northern hemisphere the wind moves slightly out from the highs and slightly in from the lows, and circulation is clockwise in a high, and anti-clockwise in a low. Remember, the closer the lines are together the steeper the gradient, and therefore the stronger the wind.

The Overflow Flags (CF and OF)

E[g1 (X) + g2 (X)] = E[g1 (X)] + E[g2 (X)]

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The carry flag (CF) and overflow flag (OF) are two important elements in arithmetical and logical assembly language Their function and the differences between them aren t immediately obvious, so here is a brief overview The CF and OF are both overflow indicators, meaning that they are used to notify the program of any arithmetical operation that generates a result that is too large in order to be fully represented by the destination operand The difference between the two is related to the data types that the program is dealing with Unlike most high-level languages, assembly language programs don t explicitly specify the details of the data types they deal with Some arithmetical instructions such as ADD (Add) and SUB (Subtract) aren t even aware of whether the operands they are working with are signed or unsigned because it just doesn t matter the binary result is the same.

The variance of the sum of two functions is not so simple, as the variance is not a linear function. The linear combination of several random variables yields the following simple results. If

Other instructions, such as MUL (Multiply) and DIV (Divide) have different versions for signed and unsigned operands because multiplication and division actually produce different binary outputs depending on the exact data type One area where signed or unsigned representation always matters is overflows Because signed integers are one bit smaller than their equivalent-sized unsigned counterparts (because of the extra bit that holds the sign), overflows are triggered differently for signed and unsigned integers This is where the carry flag and the overflow flag come into play Instead of having separate signed and unsigned versions of arithmetic instructions, the problem of correctly reporting overflows is addressed by simply having two overflow flags: one for signed operands and one for unsigned operands.

Operations such as addition and subtraction are performed using the same instruction for either signed or unsigned operands, and such instructions set both groups of flags and leave it up to the following instructions to regard the relevant one For example, consider the following arithmetic sample and how it affects the overflow flags:.

The area we sail in is called the boundary layer (the wind closest to the earth s surface); it is around 600 metres above the surface (there is no strict de nition). Weather maps are for the top of the layer. They differ slightly from the bottom of the layer, where we sail, due to surface friction. However, there is a de nite relationship between expected wind and the isobar spacing, so this can be very useful. (Surface wind speed will be reduced by up to 25% of the gradient and backed by up to 20 degrees over the sea. Over the land, wind speed may be reduced by as much as 75% and backed by as much as 40 degrees.)

(A.43)

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