symbols), and a few other letter-like characters (e.g. a subset of the Sm math symbols) are allowed. Sub- sequent characters may also include ! and digits (0-9 and other characters in categories Nd/No), as an infix Kronecker product). Operators can also be suffixed with modifying marks, primes, and sub/superscripts, e.g. +̂ₐ″ is parsed as an infix operator with the same precedence as +. A space is required TestPackage export x, y x = 0 module Sub CHAPTER 16. MODULES 190 using ..TestPackage z = y # ERROR: UndefVarError: y not defined end y = 1 end where Sub is trying to use TestPackage.y before it

as an infix Kronecker product). Operators can also be suffixed with modifying marks, primes, and sub/superscripts, e.g. +̂ₐ″ is parsed as an infix operator with the same precedence as +. A space is required Consider module TestPackage export x, y x = 0 module Sub using ..TestPackage z = y # ERROR: UndefVarError: `y` not defined end y = 1 end where Sub is trying to use TestPackage.y before it was defined modification time truncated to the nearest second (to accommodate systems that can't copy mtime with sub-second accuracy). It also takes into account whether the path to the file chosen by the search logic

as an infix Kronecker product). Operators can also be suffixed with modifying marks, primes, and sub/superscripts, e.g. +̂ₐ″ is parsed as an infix operator with the same precedence as +. A space is required Consider module TestPackage export x, y x = 0 module Sub using ..TestPackage z = y # ERROR: UndefVarError: `y` not defined end y = 1 end where Sub is trying to use TestPackage.y before it was defined modification time truncated to the nearest second (to accommodate systems that can't copy mtime with sub-second accuracy). It also takes into account whether the path to the file chosen by the search logic

as an infix Kronecker product). Operators can also be suffixed with modifying marks, primes, and sub/superscripts, e.g. +̂ₐ″ is parsed as an infix operator with the same precedence as +. A space is required module TestPackage export x, y x = 0 module Sub using ..TestPackage z = y # ERROR: UndefVarError: `y` not defined in `Main` end y = 1 end where Sub is trying to use TestPackage.y before it was defined modification time truncated to the nearest second (to accommodate systems that can't copy mtime with sub-second accuracy). It also takes into account whether the path to the file chosen by the search logic

as an infix Kronecker product). Operators can also be suffixed with modifying marks, primes, and sub/superscripts, e.g. +̂ₐ″ is parsed as an infix operator with the same precedence as +. A space is required module TestPackage export x, y x = 0 module Sub using ..TestPackage z = y # ERROR: UndefVarError: `y` not defined in `Main` end y = 1 end where Sub is trying to use TestPackage.y before it was defined modification time truncated to the nearest second (to accommodate systems that can't copy mtime with sub-second accuracy). It also takes into account whether the path to the file chosen by the search logic

as an infix Kronecker product). Operators can also be suffixed with modifying marks, primes, and sub/superscripts, e.g. +̂ₐ″ is parsed as an infix operator with the same precedence as +. A space is required module TestPackage export x, y x = 0 module Sub using ..TestPackage z = y # ERROR: UndefVarError: `y` not defined in `Main` end y = 1 end where Sub is trying to use TestPackage.y before it was defined modification time truncated to the nearest second (to accommodate systems that can't copy mtime with sub-second accuracy). It also takes into account whether the path to the file chosen by the search logic

define as an infix Kronecker product). Operators can also be suffixed with modifying marks, primes, and sub/superscripts, e.g. +″ is parsed as an infix operator with the same precedence as +. The only explicitly modifica�on �me truncated to the nearest second (to accommodate systems that can't copy m�me with sub-second accuracy). It also takes into account whether the path to the file chosen by the search logic advanced (and valid) func�onality... An advanced example Julia's base library has a an internal sub2ind func�on to calculate a linear index into an n-dimensional array, based on a set of n mul�linear

define as an infix Kronecker product). Operators can also be suffixed with modifying marks, primes, and sub/superscripts, e.g. +″ is parsed as an infix operator with the same precedence as +. The only explicitly SUMMARY OF MODULE USAGE 199 to the nearest second (to accommodate systems that can't copy m�me with sub-second accuracy). It also takes into account whether the path to the file chosen by the search logic advanced (and valid) func�onality... An advanced example Julia's base library has a an internal sub2ind func�on to calculate a linear index into an n-dimensional array, based on a set of n mul�linear

define as an infix Kronecker product). Operators can also be suffixed with modifying marks, primes, and sub/superscripts, e.g. +″ is parsed as an infix operator with the same precedence as +. The only explicitly SUMMARY OF MODULE USAGE 199 to the nearest second (to accommodate systems that can't copy m�me with sub-second accuracy). It also takes into account whether the path to the file chosen by the search logic advanced (and valid) func�onality... An advanced example Julia's base library has a an internal sub2ind func�on to calculate a linear index into an n-dimensional array, based on a set of n mul�linear

define as an infix Kronecker product). Operators can also be suffixed with modifying marks, primes, and sub/superscripts, e.g. +″ is parsed as an infix operator with the same precedence as +. The only explicitly modifica�on �me truncated to the nearest second (to accommodate systems that can't copy m�me with sub-second accuracy). It also takes into account whether the path to the file chosen by the search logic advanced (and valid) func�onality... An advanced example Julia's base library has a an internal sub2ind func�on to calculate a linear index into an n-dimensional array, based on a set of n mul�linear