DOCUMENTATION 4 Advantages of Julia Julia aims to create an unprecedented combination of ease-of-use, power, and efficiency in a single lan- guage. In addition to the above, some advantages of Julia over comparable literal. They produce an unsigned integer of the same size as the unsigned literal would do, with the two's com- plement of the value: julia> -0x2 0xfe julia> -0x0002 0xfffe The minimum and maximum representable julia> big(10)^19 10000000000000000000 Division errors Integer division (the div function) has two exceptional cases: dividing by zero, and dividing the lowest negative number (typemin) by -1. Both

DOCUMENTATION 4 Advantages of Julia Julia aims to create an unprecedented combination of ease-of-use, power, and efficiency in a single lan- guage. In addition to the above, some advantages of Julia over comparable literal. They produce an unsigned integer of the same size as the unsigned literal would do, with the two's com- plement of the value: julia> -0x2 0xfe julia> -0x0002 0xfffe The minimum and maximum representable julia> big(10)^19 10000000000000000000 Division errors Integer division (the div function) has two exceptional cases: dividing by zero, and dividing the lowest negative number (typemin) by -1. Both

decades. Advantages of Julia Julia aims to create an unprecedented combination of ease-of-use, power, and efficiency in a single lan- guage. In addition to the above, some advantages of Julia over comparable literal. They produce an unsigned integer of the same size as the unsigned literal would do, with the two's com- plement of the value: julia> -0x2 0xfeCHAPTER 5. INTEGERS AND FLOATING-POINT NUMBERS 19 julia> big(10)^19 10000000000000000000 Division errors Integer division (the div function) has two exceptional cases: dividing by zero, and dividing the lowest negative number (typemin) by -1. Both

decades. Advantages of Julia Julia aims to create an unprecedented combination of ease-of-use, power, and efficiency in a single lan- guage. In addition to the above, some advantages of Julia over comparable literal. They produce an unsigned integer of the same size as the unsigned literal would do, with the two's com- plement of the value: julia> -0x2 0xfeCHAPTER 5. INTEGERS AND FLOATING-POINT NUMBERS 19 julia> big(10)^19 10000000000000000000 Division errors Integer division (the div function) has two exceptional cases: dividing by zero, and dividing the lowest negative number (typemin) by -1. Both

decades. Advantages of Julia Julia aims to create an unprecedented combination of ease-of-use, power, and efficiency in a single lan- guage. In addition to the above, some advantages of Julia over comparable literal. They produce an unsigned integer of the same size as the unsigned literal would do, with the two's com- plement of the value: julia> -0x2 0xfeCHAPTER 5. INTEGERS AND FLOATING-POINT NUMBERS 19 julia> big(10)^19 10000000000000000000 Division errors Integer division (the div function) has two exceptional cases: dividing by zero, and dividing the lowest negative number (typemin) by -1. Both

decades. Advantages of Julia Julia aims to create an unprecedented combination of ease-of-use, power, and efficiency in a single lan- guage. In addition to the above, some advantages of Julia over comparable literal. They produce an unsigned integer of the same size as the unsigned literal would do, with the two's com- plement of the value: julia> -0x2 0xfeCHAPTER 5. INTEGERS AND FLOATING-POINT NUMBERS 19 julia> big(10)^19 10000000000000000000 Division errors Integer division (the div function) has two exceptional cases: dividing by zero, and dividing the lowest negative number (typemin) by -1. Both

decades. Advantages of Julia Julia aims to create an unprecedented combination of ease-of-use, power, and efficiency in a single lan- guage. In addition to the above, some advantages of Julia over comparable literal. They produce an unsigned integer of the same size as the unsigned literal would do, with the two's com- plement of the value: julia> -0x2 0xfeCHAPTER 5. INTEGERS AND FLOATING-POINT NUMBERS 19 julia> big(10)^19 10000000000000000000 Division errors Integer division (the div function) has two exceptional cases: dividing by zero, and dividing the lowest negative number (typemin) by -1. Both

decades. Advantages of Julia Julia aims to create an unprecedented combination of ease-of-use, power, and efficiency in a single lan- guage. In addition to the above, some advantages of Julia over comparable literal. They produce an unsigned integer of the same size as the unsigned literal would do, with the two's com- plement of the value: julia> -0x2 0xfeCHAPTER 5. INTEGERS AND FLOATING-POINT NUMBERS 19 julia> big(10)^19 10000000000000000000 Division errors Integer division (the div function) has two exceptional cases: dividing by zero, and dividing the lowest negative number (typemin) by -1. Both

decades. Advantages of Julia Julia aims to create an unprecedented combination of ease-of-use, power, and efficiency in a single lan- guage. In addition to the above, some advantages of Julia over comparable literal. They produce an unsigned integer of the same size as the unsigned literal would do, with the two's com- plement of the value: julia> -0x2 0xfeCHAPTER 5. INTEGERS AND FLOATING-POINT NUMBERS 19 julia> big(10)^19 10000000000000000000 Division errors Integer division (the div function) has two exceptional cases: dividing by zero, and dividing the lowest negative number (typemin) by -1. Both

decades. Advantages of Julia Julia aims to create an unprecedented combination of ease-of-use, power, and efficiency in a single lan- guage. In addition to the above, some advantages of Julia over comparable literal. They produce an unsigned integer of the same size as the unsigned literal would do, with the two's com- plement of the value: julia> -0x2 0xfeCHAPTER 5. INTEGERS AND FLOATING-POINT NUMBERS 19 julia> big(10)^19 10000000000000000000 Division errors Integer division (the div function) has two exceptional cases: dividing by zero, and dividing the lowest negative number (typemin) by -1. Both