Here is a concept map for integer operations:

Integer Operations - Addition - Positive + Positive = Positive - Negative + Negative = Negative - Positive + Negative = Depends on the absolute values - Subtraction - Positive - Positive = Depends on the values being subtracted - Negative - Negative = Depends on the values being subtracted - Positive - Negative = Positive - Negative - Positive = Negative - Multiplication - Positive x Positive = Positive - Negative x Negative = Positive - Positive x Negative = Negative - Negative x Positive = Negative - Division - Positive ÷ Positive = Positive - Negative ÷ Negative = Positive - Positive ÷ Negative = Negative - Negative ÷ Positive = Negative - Order of Operations - Parentheses - Exponents - Multiplication and Division (from left to right) - Addition and Subtraction (from left to right) - Absolute Value - The absolute value of a positive integer is the number itself - The absolute value of a negative integer is the positive equivalent of that number - Zero - Adding zero to any integer does not change its value - Subtracting zero from any integer does not change its value - Multiplying any integer by zero results in zero - Dividing zero by any non-zero integer results in zero

Note: This concept map provides a general overview of integer operations and their properties. It is important to consider specific rules and exceptions when dealing with more complex operations or mathematical concepts.