curry-howard

diff --git a/.gitignore b/.gitignore
@@ -0,0 +1,14 @@
+_minted-main
+*.aux
+*.bak
+*.bbl
+*.blg
+*.log
+*.nav
+*.out
+*.xml
+*.snm
+*.toc
+*.fdb_latexmk
+*.fls
+*.vrb

diff --git a/Makefile b/Makefile
@@ -0,0 +1,16 @@
+MAIN=main.tex
+
+.PHONY: all auto-compile clean
+
+# Compile the presentation
+all:
+	latexmk $(MAIN)
+
+# Compile the presentation every time a file is changes
+auto-compile:
+	find . -name '*.tex' -or -name '*.bib' | entr make || exit 0
+
+# Remove os artefatos do xetex e do aspell
+clean:
+	texclear $(MAIN)
+

diff --git a/README.md b/README.md
@@ -0,0 +1,52 @@
+# Plano
+
+* Disclaimers
+* Provas numéricas
+  * Ideia
+    * Provar coisas as vezes são continhas
+    * Compudores são bons em vazer continhas
+    * Podemos usar eles
+  * Exemplo daquele paper de combinatória
+  * Exemplo mais básico?
+* Provadores de teoremas
+  * Ideia
+    * Provar coisas as vezes são continhas, não só continhas aritmeticas, mas
+      continhas "lógicas"
+    * Indução por exemplo é continha
+    * Computadores são bons com continhas
+    * Podemos usar eles?
+  * Primeira ideia
+    * Usar boolans e checar todos os casos?
+    * Não rola se eu tenho infinitos casos
+  * Como eu faço então? Tento representar as afirmações lógicas no computador
+  * Problema: temos termos mas não temos formulas
+  * Solução: curry howard
+  * Mas como eu passo isso pra um PC?
+    * Preciso de uma linguagem estaticamente tipada: provar uma coisa significa
+      contruir um elemento do tipo correspondente, então precisamos garantir
+      que esse elemento é de fato do tipo correspondente
+    * Fixo coisas que eu quero impor que são verdade
+    * Exemplo: fixo que x = x
+    * Pra isso eu preciso de tipos dependentes
+  * Exemplos de provadores de teoremas: Lean, Idris, Coq?, Agda?
+  * Algum exemplo básico em Lean
+  * Isso é meio que inútil
+    * Não tamos ainda na posição de provar novos resultados em Lean, mas só de
+      "verificar formalmente" que resultados já provados são verdade
+    * Exemplo do paper de combinatória
+    * Do que adianta ter uma prova formal se não temos um real entendimento de
+      por que aquilo é verdade?
+* Uso exploratório
+  * Ideia
+    * As vezes entender casos particulares ou desenhar as coisas ajuda muito a
+      gente a entender o caso geral
+    * Mas provar casos particulares/desenhar as coisas pode envolver muitas
+      continhas chatas
+    * Computadores são bons em continhas
+    * Podemos usar eles
+  * Manipulação simbólica
+    * Exemplo de integração simbólica
+    * Exemplo de "x + 2" em Python vs. Mathics?
+    * CAS
+  * Exemplos de CAS: SageMath, Gap, Mathics?
+

diff --git a/examples/example.lean b/examples/example.lean
@@ -0,0 +1,9 @@
+theorem ex : Or p q → Or q p := by 
+  intro h
+  match h with
+  | Or.inl _  => 
+    apply Or.inr
+    assumption
+  | Or.inr h2 => 
+    apply Or.inl
+    exact h2

diff --git a/examples/exhaustion.py b/examples/exhaustion.py
@@ -0,0 +1,2 @@
+for x in X:
+    assert p(x)

diff --git a/examples/factorial.py b/examples/factorial.py
@@ -0,0 +1,5 @@
+def f(n):
+    if n == 0:
+        return 1
+    else:
+        return n * f(n - 1)

diff --git a/examples/gen-hacker.py b/examples/gen-hacker.py
@@ -0,0 +1,14 @@
+import random
+
+# Katakana characters
+CHARS = "01"
+
+WIDTH = 50
+HEIGHT = 15
+
+print(
+    "\n".join(
+        "".join(random.choice(CHARS) for _ in range(WIDTH)) 
+        for _ in range(HEIGHT)
+    )
+)

diff --git a/examples/hacker.txt b/examples/hacker.txt
@@ -0,0 +1,15 @@
+00110000100011101000011100011010111110101010011000
+00010011011001101011110011011101011010000101010110
+10111101100000110001110010100000101100111110100000
+01001110001000101000110010000001100010001100110110
+00100110000010011010010100000110101110110000101101
+11011111111010010100110100001110100110001111001110
+10101000000101000000000100101000000110001011001010
+11001000101110010001010000101101001110110011100101
+01010100011110010001010000111010101010000011001111
+01100010111011110001111101011011100010000101111100
+11011110010011011110001100010101110110100100100000
+10110010101101110111101110100101111011001111001111
+10100001010100010010111100001010011000010110111110
+10011100111000010001011101010110101110001100000010
+11011001001001110001000110110000110000111101110111

diff --git a/examples/sqrt.py b/examples/sqrt.py
@@ -0,0 +1 @@
+math.sqrt(2) ** 2 # 2.0000000000000004

diff --git a/examples/types.py b/examples/types.py
@@ -0,0 +1,5 @@
+class AndAB:
+    """A e B <-> AndAB"""
+    def __init__(self, a: A, b: B):
+        self.left = a
+        self.right = b

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