polymorphism:
categorical polymorphism: use with any categories that fit the explicit requirements
- categorical polymorphism: use with any categorization (type-system) of categories that fits
- durational polymorphism: use with any length of categories (digraph width) that fits
- semantic polymorphism: use with any categorical semantics (associative + identity) that fit
- natural polymorphism: use with any categorical enumeration (e.g. categorical induction) that fits
durational polymorphism: use with any models of duration that fit the explicit requirements
- categorical polymorphism: use with any categorization (type-system) of durations that fits
- durational polymorphism: use with any durational length (number of epsilons) that fits
- semantic polymorphism: use with any durational semantics (partial-order) that fit
- natural polymorphism: use with any durational enumeration (e.g. poset-distance) that fits
literal polymorphism: use with any system of literals that fit the explicit requirements
- categorical polymorphism: use with any categorization (type-system) of literals that fits
- durational polymorphism: use with any literal length (number of units) that fits
- semantic polymorphism: use with any literal semantics (total-order) that fit
- natural polymorphism: use with any literal enumeration (e.g. tree-depth) that fits
natural polymorphism: use with any model of natural numbers that fits the explicit requirements
- categorical polymorphism: use with any categorization (type-system) of natural numbers that fits
- durational polymorphism: use with any natural number duration (finite set cardinality) that fits
- semantic polymorphism: use with any natural number semantics (..) that fit
- natural polymorphism: use with any natural number enumeration (e.g. natural inductive series) that fits
The paper is Flock 0.n
- Cat
0.n
- Dur
0.n
- Lit
0.n
- Nat
0.n
A complete specification of an implementation/parser/compiler/etc is Flock 1.n
- Cat
1.n
- Dur
1.n
- Lit
1.n
- Nat
1.n
Flock.Cat.Dur.Lit.Nat
We call "the Flock language" the singular language which is intended to unify all Flock languages
- Likewise, we may refer to "The Haskell-Flock language", which is intended to unify Flock's relation to Haskell
- Likewise, we may refer to "The Ruby-Flock language", which is intended to unify Flock's relation to Ruby
- Likewise, we may refer to "The C-Flock language", which is intended to unify Flock's relation to C
- Likewise, we may refer to "The Circuit-Flock language", which is intended to unify Flock's relation to Circuits
- Likewise, we may refer to "The Category-Theory-Flock language", which is intended to unify Flock's relation to Category theory
- In general, we call the language which is intended to unify Flock's relation to an existing language, "Lang": "Lang-Flock"
- In general, we call the language which is intended to unify Flock's relation to a language within Flock, "Sublang", "Flock-Sublang"
- These may be combined: "Lang-Flock-Sublang", e.g. "Haskell-Flock-Categorical"
Working title: `Flock: A Free Language of Categorical Knowledge"
In honor:
One might call the paper "Michael-Flock", and the resulting language "Klein-Flock". Thus the paper is: "Klein-Michael-Flock" or "Klein, Michael: Flock", or more specifically: "Klein, Michael J.: Flock"
http://www.evanmiller.org/a-review-of-perl-6.html
To be considered a perfect implementation of Flock, you must specify the implementation's relation to the model exactly and explicitly, prove the implementation, etc.
But perfection is an ideal and Flock has room for imperfection.
Flock really is just a language specification, with explicitly prior languages as super-languages and explicitly dependent languages as sub-languages.