this package requires Julia v0.7-
MarkableIntegers allow elements (integer values) of a sequence, mesh, voxel image, or time series to be distinguished. Any one or more of the constituent numbers may be noted with a mark (a re-find-able tag). Marking one value does not mean that all other occurances of that value become marked. You may choose to mark some, all or none of the other occurances.
You may be seeking to identify regions within the dataform or datastream that are of some greater interest. Often this requires preliminary identification, contextual refinement, and revisiting. There are well-know methods to manage this sort of incremental refinement. All lean on ancillary structures and dynamic update.
MarkableIntegers bring the ability to provide informed data and then to refine an algorithmic focus directly. For some applications, this suffices. For others, intelligent use of ancillary data structures and dynamic updating therewith is the proper complement to markable integers.
An easy way to find more lengthy runs of marked values is to run length encode the Bool sequence obtained with map(ismarked, seq). A way to find more highly valued regions of marked values is to sum over each run.
One may mark values which are inconsistent with an underlying model or are otherwise suspect (e.g. values that appear to be "drop outs"). The unmarked values could then provide a neater view with which to begin exploration. Or, the marked values may be used as targets for simple fitting to provide a more digestable version of the info.
With evolutionary or swarm intellegence approaches (simulated annealing, ant colony, tabu search, ...) better solution spaces develop through process. There may be an opportunity for speedup by using local markers to influence aspects of the process.
Markable versions of each
Int128) and each
UInt128) type. The
Markable types are prefixed with
For most uses, you do not need to be that specific. Variables that hold markable integers are initialized with (constructed from) some
Unsigned value (or with e.g.
You can use
Marked with any legitimate initializer and forget about the specific type names.
isunmarked are provided to ascertain markedness during computation.
allunmarked let you collect over markedness.
julia> an_unmarked_value = Unmarked(10) 10 julia> a_marked_value = Marked(16) 16 julia> isunmarked(an_unmarked_value), ismarked(an_unmarked_value) true, false julia> isunmarked(a_marked_value), ismarked(a_marked_value) false, true
There are two ways of marking an unmarked value or unmarking a marked value. The first way uses the same form as is used with initialization. The result must be assigned to some value to be of use. The second uses macros to change values in place. The macros reassign the variable given.
julia> ten = Unmarked(10) 10 julia> sixteen = Marked(16) 16 julia> isunmarked(ten) true julia> ten = Marked(ten) 10 julia> isunmarked(ten) false julia> ismarked(sixteen) true julia> sixteen = Unmarked(sixteen) 16 julia> ismarked(sixteen) false
julia> ten = Unmarked(10); julia> sixteen = Marked(16); julia> @mark!(ten) 10 julia> @unmark!(sixteen) 16 julia> ismarked(ten), isunmarked(sixteen) true, true julia> @unmark!(ten); julia> @mark!(sixteen); julia> isunmarked(ten), ismarked(sixteen) true, true
MarkableSigned integers readily convert to Signed and MarkableUnsigned integers readily convert to Unsigned.
Unsigned provide these conversions.
julia> markable_two = Unmarked(Int64(2)); julia> markable_three = Marked(UInt16(3)); julia> typeof(markable_two), typeof(markable_three) (MarkInt64, MarkUInt16) julia> two = Signed(markable_two); julia> three = Unsigned(markable_three); julia> typeof(two), typeof(three) (Int64, UInt16)
You can gather the marked values and the unmarked values.
julia> seq = [Marked(1), Unmarked(2), Unmarked(3), Marked(4), Unmarked(1)] julia> allmarked(seq) julia> allunmarked(seq)
over 2 years ago