This is repo for the egglog tool accompanying the paper "Better Together: Unifying Datalog and Equality Saturation" (ACM DL, arXiv).

If you use this work, please use this citation.

See also the Python binding, which provides a bit more documentation: https://egg-smol-python.readthedocs.io/en/latest/

There is a Zulip chat about egglog here: https://egraphs.zulipchat.com/#narrow/stream/375765-egglog

apt-get install make cargo
cargo install cargo-nextest
make all

cargo run [-f fact-path] [-naive] [--to-json] [--to-dot] [--to-svg] <files.egg>

or just

cargo run

for the REPL.

• The --to-dot command will save a graphviz dot file at the end of the program, replacing the .egg extension with .dot.
• The --to-svg, which requires Graphviz to be installed, will save a graphviz svg file at the end of the program, replacing the .egg extension with .svg.

There is a VS Code extension in the vscode folder. Install using 'Install from VSIX...' in the three-dot menu of the extensions tab and pick vscode/eggsmol-1.0.0/eggsmol-1.0.0.vsix.

If you want to hack on the VS Code extension, install nodejs, and make your changes in the files in the vscode/eggsmol-1.0.0 folder.

Then run

code vscode/eggsmol-1.0.0

and use F5 to run the extension in a new window. When satisfied, then install VSCE if you do not already have it:

npm install -g @vscode/vsce

Run vsce package in the vscode/eggsmol-1.0.0 folder to reconstruct the .vsix file and install it manually.

To run the tests use make test.

To view documentation, run cargo doc --open.

TODO migrate the following documentation to cargo doc:

Signed 64-bit integers supporting these primitives:

  - * / %           ; arithmetic
& | ^ << >> not-i64 ; bit-wise operations
< > <= >=           ; comparisons
min max log2
to-f64
to-string

64-bit floating point numbers supporting these primitives:

  - * / %           ; arithmetic
< > <= >=           ; comparisons
min max neg
to-i64
to-string

A map from a key type to a value type supporting these primitives:

empty
insert
get
not-contains
contains
set-union
set-diff
set-intersect
map-remove

Rational numbers (fractions) with 64-bit precision for numerator and denominator with these primitives:

  - * /         ; arithmetic
min max neg abs floor ceil round
rational        ; construct from a numerator and denominator
numer denom     ; get numerator and denominator
pow log sqrt
< > <= >=       ; comparisons

These primitives are only defined when the result itself is a pure rational.

Use double quotes to get a quote: "Foo "" Bar" is Foo " Bar. No primitives defined.