Upgrade py-ecc past a buggy release, to 1.4.6

eth/precompiles/ecpairing.py

@@ -21,6 +21,7 @@
 
 from eth.utils.bn128 import (
     validate_point,
+    FQP_point_to_FQ2_point,
 )
 from eth.utils.padding import (
     pad32,
@@ -31,7 +32,7 @@
 )
 
 
-ZERO = (bn128.FQ2.one(), bn128.FQ2.one(), bn128.FQ2.zero())
+ZERO = bn128.Z2
 EXPONENT = bn128.FQ12.one()
 
 
@@ -74,7 +75,7 @@ def _ecpairing(data: bytes) -> bool:
 
 
 @curry
-def _process_point(data_buffer: bytes, exponent: int) -> int:
+def _process_point(data_buffer: bytes, exponent: int) -> bn128.FQP:
     x1, y1, x2_i, x2_r, y2_i, y2_r = _extract_point(data_buffer)
     p1 = validate_point(x1, y1)
 
@@ -85,17 +86,16 @@ def _process_point(data_buffer: bytes, exponent: int) -> int:
     fq2_x = bn128.FQ2([x2_r, x2_i])
     fq2_y = bn128.FQ2([y2_r, y2_i])
 
+    p2 = ZERO
     if (fq2_x, fq2_y) != (bn128.FQ2.zero(), bn128.FQ2.zero()):
         p2 = (fq2_x, fq2_y, bn128.FQ2.one())
         if not bn128.is_on_curve(p2, bn128.b2):
             raise ValidationError("point is not on curve")
-    else:
-        p2 = ZERO
 
     if bn128.multiply(p2, bn128.curve_order)[-1] != bn128.FQ2.zero():
         raise ValidationError("TODO: what case is this?????")
 
-    return exponent * bn128.pairing(p2, p1, final_exponentiate=False)
+    return exponent * bn128.pairing(FQP_point_to_FQ2_point(p2), p1, final_exponentiate=False)
 
 
 def _extract_point(data_slice: bytes) -> Tuple[int, int, int, int, int, int]:

eth/utils/bls.py

@@ -2,6 +2,7 @@
     Dict,
     Iterable,
     Tuple,
+    Union,
 )
 
 
@@ -16,6 +17,7 @@
     FQ,
     FQ2,
     FQ12,
+    FQP,
     pairing,
     normalize,
     field_modulus,
@@ -26,6 +28,9 @@
     final_exponentiate
 )
 from eth.utils.blake import blake
+from eth.utils.bn128 import (
+    FQP_point_to_FQ2_point,
+)
 
 
 CACHE = {}  # type: Dict[bytes, Tuple[FQ2, FQ2, FQ2]]
@@ -38,7 +43,7 @@
 assert HEX_ROOT ** 16 == FQ2([1, 0])
 
 
-def compress_G1(pt: Tuple[FQ2, FQ2, FQ2]) -> int:
+def compress_G1(pt: Tuple[FQ, FQ, FQ]) -> int:
     x, y = normalize(pt)
     return x.n + 2**255 * (y.n % 2)
 
@@ -55,11 +60,11 @@ def decompress_G1(p: int) -> Tuple[FQ, FQ, FQ]:
     return (FQ(x), FQ(y), FQ(1))
 
 
-def sqrt_fq2(x: FQ2) -> FQ2:
+def sqrt_fq2(x: FQP) -> FQ2:
     y = x ** ((field_modulus ** 2 + 15) // 32)
     while y**2 != x:
         y *= HEX_ROOT
-    return y
+    return FQ2(y.coeffs)
 
 
 def hash_to_G2(m: bytes) -> Tuple[FQ2, FQ2, FQ2]:
@@ -79,18 +84,22 @@ def hash_to_G2(m: bytes) -> Tuple[FQ2, FQ2, FQ2]:
         if xcb ** ((field_modulus ** 2 - 1) // 2) == FQ2([1, 0]):
             break
     y = sqrt_fq2(xcb)
-    o = multiply((x, y, FQ2([1, 0])), 2 * field_modulus - curve_order)
+
+    o = FQP_point_to_FQ2_point(multiply((x, y, FQ2([1, 0])), 2 * field_modulus - curve_order))
     CACHE[m] = o
     return o
 
 
-def compress_G2(pt: Tuple[FQ2, FQ2, FQ2]) -> Tuple[int, int]:
+def compress_G2(pt: Tuple[FQP, FQP, FQP]) -> Tuple[int, int]:
     assert is_on_curve(pt, b2)
     x, y = normalize(pt)
-    return (x.coeffs[0] + 2**255 * (y.coeffs[0] % 2), x.coeffs[1])
+    return (
+        int(x.coeffs[0] + 2**255 * (y.coeffs[0] % 2)),
+        int(x.coeffs[1])
+    )
 
 
-def decompress_G2(p: bytes) -> Tuple[FQ2, FQ2, FQ2]:
+def decompress_G2(p: bytes) -> Tuple[FQP, FQP, FQP]:
     x1 = p[0] % 2**255
     y1_mod_2 = p[0] // 2**255
     x2 = p[1]
@@ -99,7 +108,7 @@ def decompress_G2(p: bytes) -> Tuple[FQ2, FQ2, FQ2]:
         return FQ2([1, 0]), FQ2([1, 0]), FQ2([0, 0])
     y = sqrt_fq2(x**3 + b2)
     if y.coeffs[0] % 2 != y1_mod_2:
-        y = y * -1
+        y = FQ2((y * -1).coeffs)
     assert is_on_curve((x, y, FQ2([1, 0])), b2)
     return x, y, FQ2([1, 0])
 
@@ -114,16 +123,16 @@ def privtopub(k: int) -> int:
 
 def verify(m: bytes, pub: int, sig: bytes) -> bool:
     final_exponentiation = final_exponentiate(
-        pairing(decompress_G2(sig), G1, False) *
-        pairing(hash_to_G2(m), neg(decompress_G1(pub)), False)
+        pairing(FQP_point_to_FQ2_point(decompress_G2(sig)), G1, False) *
+        pairing(FQP_point_to_FQ2_point(hash_to_G2(m)), neg(decompress_G1(pub)), False)
     )
     return final_exponentiation == FQ12.one()
 
 
 def aggregate_sigs(sigs: Iterable[bytes]) -> Tuple[int, int]:
     o = Z2
     for s in sigs:
-        o = add(o, decompress_G2(s))
+        o = FQP_point_to_FQ2_point(add(o, decompress_G2(s)))
     return compress_G2(o)
 
 

eth/utils/bn128.py

@@ -1,6 +1,10 @@
 from py_ecc import (
     optimized_bn128 as bn128,
 )
+from py_ecc.optimized_bn128 import (
+    FQP,
+    FQ2,
+)
 
 from eth_utils import (
     ValidationError,
@@ -25,3 +29,14 @@ def validate_point(x: int, y: int) -> Tuple[bn128.FQ, bn128.FQ, bn128.FQ]:
         p1 = (FQ(1), FQ(1), FQ(0))
 
     return p1
+
+
+def FQP_point_to_FQ2_point(pt: Tuple[FQP, FQP, FQP]) -> Tuple[FQ2, FQ2, FQ2]:
+    """
+    Transform FQP to FQ2 for type hinting.
+    """
+    return (
+        FQ2(pt[0].coeffs),
+        FQ2(pt[1].coeffs),
+        FQ2(pt[2].coeffs),
+    )

setup.py

@@ -13,7 +13,7 @@
         "eth-utils>=1.3.0b0,<2.0.0",
         "lru-dict>=1.1.6",
         "mypy_extensions>=0.4.1,<1.0.0",
-        "py-ecc==1.4.3",
+        "py-ecc>=1.4.7,<2.0.0",
         "pyethash>=0.1.27,<1.0.0",
         "rlp>=1.0.3,<2.0.0",
         "trie>=1.3.5,<2.0.0",