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Local bindings via `let` can be implemented by making Moe's `parse` convert it into an immediately applied `fun` form. This video uses only equations, but you can use the language of linear algebra (matrices, dot ...

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  • This video uses only equations, but you can use the language of linear algebra (matrices, dot ...
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Reference Images

Shplait Encoding 9 - conclusion
Plait Encoding 9 - conclusion
Shplait Encoding 3 - currying
Shplait Inference 9 - unify
Shplait Letrec 1 - encoding redux
Learning with errors: Encrypting with unsolvable equations
Shplait Encoding 1 - let as fun
Shplait Encoding 4 - conditionals
Shplait Encoding 8 - more arithmetic
Shplait Encoding 6 - lambda calculus
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See Related Details
Shplait Encoding 9 - conclusion

Shplait Encoding 9 - conclusion

Read more details and related context about Shplait Encoding 9 - conclusion.

Plait Encoding 9 - conclusion

Plait Encoding 9 - conclusion

Read more details and related context about Plait Encoding 9 - conclusion.

Shplait Encoding 3 - currying

Shplait Encoding 3 - currying

Read more details and related context about Shplait Encoding 3 - currying.

Shplait Inference 9 - unify

Shplait Inference 9 - unify

Read more details and related context about Shplait Inference 9 - unify.

Shplait Letrec 1 - encoding redux

Shplait Letrec 1 - encoding redux

Read more details and related context about Shplait Letrec 1 - encoding redux.

Learning with errors: Encrypting with unsolvable equations

Learning with errors: Encrypting with unsolvable equations

Learning with errors scheme. This video uses only equations, but you can use the language of linear algebra (matrices, dot ...

Shplait Encoding 1 - let as fun

Shplait Encoding 1 - let as fun

Local bindings via `let` can be implemented by making Moe's `parse` convert it into an immediately applied `fun` form.

Shplait Encoding 4 - conditionals

Shplait Encoding 4 - conditionals

Read more details and related context about Shplait Encoding 4 - conditionals.

Shplait Encoding 8 - more arithmetic

Shplait Encoding 8 - more arithmetic

Implementing additional numeric operations for Church numerals. It's ok if you don't get all the details, as long as you get the ...

Shplait Encoding 6 - lambda calculus

Shplait Encoding 6 - lambda calculus

The λ-calculus is an even simpler language than Moe. It's a Turing-complete language that was invented by Alonzo Church in the ...