def random_block_generator(genesis, initial_leaf_number, block_number):
"""
Randomly generates blocks according to the given parameters.
"""
max_initial_leaf_number = initial_leaf_number
max_block_number = block_number
all_blocks = set()
all_blocks.add(hash(genesis))
leaves = set()
block_counter = 1
yield genesis
while block_counter <= max_block_number:
if block_counter <= max_initial_leaf_number + 1:
parents = {hash(genesis)}
else:
parents = frozenset(
sample(leaves, randint(1, max(1, round(len(leaves) / 5)))))
cur_block = Block(block_counter, parents)
leaves -= cur_block.get_parents()
leaves.add(hash(cur_block))
all_blocks.add(hash(cur_block))
block_counter += 1
yield cur_block
def add(self, block: Block, is_malicious: bool = False):
super().add(block)
global_id = hash(block)
if is_malicious:
self._malicious_blocks_to_add_to_honest_dag.append(global_id)
if self.did_attack_fail():
self._first_parallel_block_gid = global_id
# The malicious attack generates a chain, so the new tip is the current block
self._competing_chain_tip_gid = global_id
self._competing_chain_tip_antipast -= self._G.node[global_id][self._BLUE_DIFF_PAST_ORDER_KEY].keys()
self._competing_chain_tip_antipast -= self._G.node[global_id][self._RED_DIFF_PAST_ORDER_KEY].keys()
# Because we are under the assumption that a selfish miner has zero network latency and the
# simulation design, the assumption is that no new blocks are mined between the moment a new
# selfish block is mined and the moment it is added to the DAG
self._virtual_competing_chain_block_parents = \
self._get_competing_chain_tip_parents(global_id,
self._competing_chain_tip_antipast,
block.get_parents())
else:
# Add malicious blocks to the honest DAG as soon as possible
if self.did_attack_fail():
self._add_malicious_blocks_to_honest_dag()
# This is possible because this is a competing chain attack,
# where the honest chain doesn't include any malicious blocks
self._honest_dag.add(block)
if self.did_attack_succeed():
self._add_malicious_blocks_to_honest_dag()
if not self.did_attack_fail():
# need to update the data structure only if in the middle of a (seemingly) successful attack
self._competing_chain_tip_antipast.add(global_id)
if global_id == self._competing_chain_tip_gid or \
self._is_a_bluer_than_b(self._competing_chain_tip_gid, global_id):
self._virtual_competing_chain_block_parents -= block.get_parents()
self._virtual_competing_chain_block_parents.add(global_id)
elif not self._is_attack_viable():
self._stop_attack()
def test_blocks_with_missing_parents(self, miner, genesis):
"""
Tests adding a fork with missing parents.
"""
# Creating a fork that looks like this:
# 0 <- 1 <- 2 <- 3
# 0 <- 1 <- 4 <- 5
block1 = Block(uuid.uuid4().int, {hash(genesis)})
block2 = Block(uuid.uuid4().int, {hash(block1)})
block3 = Block(uuid.uuid4().int, {hash(block2)})
block4 = Block(uuid.uuid4().int, {hash(block1)})
block5 = Block(uuid.uuid4().int, {hash(block4)})
# Add the blocks in the following order:
# 3 (and then the miner will fetch 2)
# 4 (and then the miner will fetch 1)
# 5
# 1 (and then the miner will add 4, 5)
# 2 (and then the miner will add 3)
assert miner.add_block(block3) is False
assert hash(block3) not in miner
assert miner.add_block(block4) is False
assert hash(block4) not in miner
assert miner.add_block(block5) is False
assert hash(block5) not in miner
assert miner.add_block(block1) is True
assert hash(block1) in miner
assert hash(block4) in miner
assert hash(block5) in miner
assert hash(block2) not in miner
assert hash(block3) not in miner
assert miner.add_block(block2) is True
assert hash(block2) in miner
assert hash(block3) in miner
def mine_block(self) -> Union[Block, None]:
"""
:return: the mined block or None if mining was unsuccessful.
"""
gid = hash(uuid.uuid4().int)
block = Block(global_id=gid,
parents=self._dag.get_virtual_block_parents().copy(),
size=self._block_size, # assume for the simulation's purposes that blocks are maximal
data=self._name) # use the data field to hold the miner's name for better logs
if not self.add_block(block):
return None
if not self._broadcast_added_blocks:
# The block will be broadcast by _basic_block_add
self._broadcast_block(block)
self._mined_blocks_gids.add(gid)
return block
def add(self, block: Block):
global_id = hash(block)
parents = block.get_parents()
# add the block to the phantom
self._G.add_node(global_id)
self._G.node[global_id][self._BLOCK_DATA_KEY] = block
for parent in parents:
self._G.add_edge(global_id, parent)
# update the leaves
self._leaves -= parents
self._leaves.add(global_id)
# update the coloring of the graph and everything related (the blue anticones and the topological order too)
self._update_coloring_incrementally(global_id)
self._update_topological_order_incrementally(global_id)
def test_coloring_advanced(self, greedy_dag, genesis, block1, block2,
block3, block4, block5, block6, block7, block8,
block9):
"""
Tests coloring a big DAG.
"""
greedy_dag.add(genesis)
greedy_dag.add(block1)
greedy_dag.add(block2)
greedy_dag.add(block3)
# gids: 0 <- 1, 2 <- 3
# gids: 0 <- 4
greedy_dag.add(block4)
assert greedy_dag._k_chain == ({
hash(genesis), hash(block1),
hash(block3)
}, 0)
# gids: 0 <- 1, 2 <- 3
# gids: 0 <- 4 <- 5
greedy_dag.add(block5)
assert greedy_dag._k_chain == ({
hash(genesis), hash(block1),
hash(block3)
}, 0)
# gids: 0 <- 1, 2 <- 3
# gids: 0 <- 4 <- 5 <- 6
greedy_dag.add(block6)
assert greedy_dag._k_chain == ({
hash(genesis), hash(block1),
hash(block3)
}, 0)
# test colorings for various K values
greedy_dag.set_k(0)
assert greedy_dag._coloring_tip_gid == hash(block6)
assert greedy_dag._k_chain == ({hash(block6)}, 3)
assert greedy_dag._coloring_chain == {
hash(genesis),
hash(block4),
hash(block5),
hash(block6)
}
assert greedy_dag._get_coloring() == {
hash(genesis),
hash(block4),
hash(block5),
hash(block6)
}
TestGreedyColoring.assert_coloring(
greedy_dag,
{hash(genesis),
hash(block4),
hash(block5),
hash(block6)})
greedy_dag.set_k(1)
assert greedy_dag._coloring_tip_gid == hash(block3)
assert greedy_dag._k_chain == ({hash(block3)}, 2)
assert greedy_dag._coloring_chain == {
hash(genesis), hash(block1),
hash(block3)
}
assert greedy_dag._get_coloring() == {
hash(genesis),
hash(block1),
hash(block2),
hash(block3)
}
TestGreedyColoring.assert_coloring(
greedy_dag,
{hash(genesis),
hash(block1),
hash(block2),
hash(block3)})
greedy_dag.set_k(2)
assert greedy_dag._coloring_tip_gid == hash(block3)
assert greedy_dag._k_chain == ({hash(block1), hash(block3)}, 1)
assert greedy_dag._coloring_chain == {
hash(genesis), hash(block1),
hash(block3)
}
assert greedy_dag._get_coloring() == {
hash(genesis),
hash(block1),
hash(block2),
hash(block3)
}
TestGreedyColoring.assert_coloring(
greedy_dag,
{hash(genesis),
hash(block1),
hash(block2),
hash(block3)})
greedy_dag.set_k(3)
assert greedy_dag._coloring_tip_gid == hash(block3)
assert greedy_dag._k_chain == ({
hash(genesis), hash(block1),
hash(block3)
}, 0)
assert greedy_dag._coloring_chain == {
hash(genesis), hash(block1),
hash(block3)
}
assert greedy_dag._get_coloring() == {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block4),
hash(block5),
hash(block6)
}
TestGreedyColoring.assert_coloring(
greedy_dag, {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block4),
hash(block5),
hash(block6)
})
greedy_dag.set_k(4)
assert greedy_dag._coloring_tip_gid == hash(block3)
assert greedy_dag._k_chain == ({
hash(genesis), hash(block1),
hash(block3)
}, 0)
assert greedy_dag._coloring_chain == {
hash(genesis), hash(block1),
hash(block3)
}
assert greedy_dag._get_coloring() == {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block4),
hash(block5),
hash(block6)
}
TestGreedyColoring.assert_coloring(
greedy_dag, {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block4),
hash(block5),
hash(block6)
})
# gids: 0 <- 1, 2 <- 3 <- 7
# gids: 0 <- 4 <- 5 <- 6
greedy_dag.add(block7)
assert greedy_dag._k_chain == ({
hash(genesis),
hash(block1),
hash(block3),
hash(block7)
}, 0)
# gids: 0 <- 1, 2 <- 3 <- 7 <- 8
# gids: 0 <- 4 <- 5 <- 6
greedy_dag.add(block8)
assert greedy_dag._k_chain == ({
hash(block1),
hash(block3),
hash(block7),
hash(block8)
}, 1)
# gids: 0 <- 1, 2 <- 3 <- 7 <- 8 <- 9
# gids: 0 <- 4 <- 5 <- 6
greedy_dag.add(block9)
assert greedy_dag._k_chain == ({
hash(block3),
hash(block7),
hash(block8),
hash(block9)
}, 2)
# test colorings for various K values
greedy_dag.set_k(0)
assert greedy_dag._coloring_tip_gid == hash(block9)
assert greedy_dag._k_chain == ({hash(block9)}, 5)
assert greedy_dag._coloring_chain == {
hash(genesis),
hash(block1),
hash(block3),
hash(block7),
hash(block8),
hash(block9)
}
assert greedy_dag._get_coloring() == {
hash(genesis),
hash(block1),
hash(block3),
hash(block7),
hash(block8),
hash(block9)
}
TestGreedyColoring.assert_coloring(
greedy_dag, {
hash(genesis),
hash(block1),
hash(block3),
hash(block7),
hash(block8),
hash(block9)
})
greedy_dag.set_k(1)
assert greedy_dag._coloring_tip_gid == hash(block9)
assert greedy_dag._k_chain == ({hash(block8), hash(block9)}, 4)
assert greedy_dag._coloring_chain == {
hash(genesis),
hash(block1),
hash(block3),
hash(block7),
hash(block8),
hash(block9)
}
assert greedy_dag._get_coloring() == {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block7),
hash(block8),
hash(block9)
}
TestGreedyColoring.assert_coloring(
greedy_dag, {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block7),
hash(block8),
hash(block9)
})
greedy_dag.set_k(2)
assert greedy_dag._coloring_tip_gid == hash(block9)
assert greedy_dag._k_chain == ({
hash(block7), hash(block8),
hash(block9)
}, 3)
assert greedy_dag._coloring_chain == {
hash(genesis),
hash(block1),
hash(block3),
hash(block7),
hash(block8),
hash(block9)
}
assert greedy_dag._get_coloring() == {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block7),
hash(block8),
hash(block9)
}
TestGreedyColoring.assert_coloring(
greedy_dag, {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block7),
hash(block8),
hash(block9)
})
greedy_dag.set_k(3)
assert greedy_dag._coloring_tip_gid == hash(block9)
assert greedy_dag._k_chain == ({
hash(block3),
hash(block7),
hash(block8),
hash(block9)
}, 2)
assert greedy_dag._coloring_chain == {
hash(genesis),
hash(block1),
hash(block3),
hash(block7),
hash(block8),
hash(block9)
}
assert greedy_dag._get_coloring() == {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block7),
hash(block8),
hash(block9)
}
TestGreedyColoring.assert_coloring(
greedy_dag, {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block7),
hash(block8),
hash(block9)
})
greedy_dag.set_k(4)
assert greedy_dag._coloring_tip_gid == hash(block9)
assert greedy_dag._k_chain == ({
hash(block3),
hash(block7),
hash(block8),
hash(block9)
}, 2)
assert greedy_dag._coloring_chain == {
hash(genesis),
hash(block1),
hash(block3),
hash(block7),
hash(block8),
hash(block9)
}
assert greedy_dag._get_coloring() == {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block7),
hash(block8),
hash(block9)
}
TestGreedyColoring.assert_coloring(
greedy_dag, {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block7),
hash(block8),
hash(block9)
})
greedy_dag.set_k(5)
assert greedy_dag._coloring_tip_gid == hash(block9)
assert greedy_dag._k_chain == ({
hash(block1),
hash(block3),
hash(block7),
hash(block8),
hash(block9)
}, 1)
assert greedy_dag._coloring_chain == {
hash(genesis),
hash(block1),
hash(block3),
hash(block7),
hash(block8),
hash(block9)
}
assert greedy_dag._get_coloring() == {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block7),
hash(block8),
hash(block9)
}
TestGreedyColoring.assert_coloring(
greedy_dag, {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block7),
hash(block8),
hash(block9)
})
greedy_dag.set_k(6)
assert greedy_dag._coloring_tip_gid == hash(block9)
assert greedy_dag._k_chain == ({
hash(genesis),
hash(block1),
hash(block3),
hash(block7),
hash(block8),
hash(block9)
}, 0)
assert greedy_dag._coloring_chain == {
hash(genesis),
hash(block1),
hash(block3),
hash(block7),
hash(block8),
hash(block9)
}
assert greedy_dag._get_coloring() == {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block4),
hash(block5),
hash(block6),
hash(block7),
hash(block8),
hash(block9)
}
TestGreedyColoring.assert_coloring(
greedy_dag, {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block4),
hash(block5),
hash(block6),
hash(block7),
hash(block8),
hash(block9)
})
# gids: 0 <- 1, 2 <- 3 <- 7 <- 8 <- 9
# gids: 0 <- 1, 2 <- 3 <- 7 <- 10
# gids: 0 <- 4 <- 5 <- 6 <- 10
block10 = Block(10, {hash(block6), hash(block7)})
greedy_dag.add(block10)
greedy_dag.set_k(0)
assert greedy_dag._coloring_tip_gid == hash(block9)
assert greedy_dag._k_chain == ({hash(block9)}, 5)
assert greedy_dag._coloring_chain == {
hash(genesis),
hash(block1),
hash(block3),
hash(block7),
hash(block8),
hash(block9)
}
assert greedy_dag._get_coloring() == {
hash(genesis),
hash(block1),
hash(block3),
hash(block7),
hash(block8),
hash(block9)
}
TestGreedyColoring.assert_coloring(
greedy_dag, {
hash(genesis),
hash(block1),
hash(block3),
hash(block7),
hash(block8),
hash(block9)
})
greedy_dag.set_k(1)
assert greedy_dag._coloring_tip_gid == hash(block9)
assert greedy_dag._k_chain == ({hash(block8), hash(block9)}, 4)
assert greedy_dag._coloring_chain == {
hash(genesis),
hash(block1),
hash(block3),
hash(block7),
hash(block8),
hash(block9)
}
assert greedy_dag._get_coloring() == {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block7),
hash(block8),
hash(block9)
}
TestGreedyColoring.assert_coloring(
greedy_dag, {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block7),
hash(block8),
hash(block9)
})
greedy_dag.set_k(2)
assert greedy_dag._coloring_tip_gid == hash(block9)
assert greedy_dag._k_chain == ({
hash(block7), hash(block8),
hash(block9)
}, 3)
assert greedy_dag._coloring_chain == {
hash(genesis),
hash(block1),
hash(block3),
hash(block7),
hash(block8),
hash(block9)
}
assert greedy_dag._get_coloring() == {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block7),
hash(block8),
hash(block9),
hash(block10)
}
TestGreedyColoring.assert_coloring(
greedy_dag, {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block7),
hash(block8),
hash(block9),
hash(block10)
})
greedy_dag.set_k(3)
assert greedy_dag._coloring_tip_gid == hash(block9)
assert greedy_dag._k_chain == ({
hash(block3),
hash(block7),
hash(block8),
hash(block9)
}, 2)
assert greedy_dag._coloring_chain == {
hash(genesis),
hash(block1),
hash(block3),
hash(block7),
hash(block8),
hash(block9)
}
assert greedy_dag._get_coloring() == {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block7),
hash(block8),
hash(block9),
hash(block10)
}
TestGreedyColoring.assert_coloring(
greedy_dag, {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block7),
hash(block8),
hash(block9),
hash(block10)
})
greedy_dag.set_k(4)
assert greedy_dag._coloring_tip_gid == hash(block10)
assert greedy_dag._k_chain == ({hash(block7), hash(block10)}, 3)
assert greedy_dag._coloring_chain == {
hash(genesis),
hash(block1),
hash(block3),
hash(block7),
hash(block10)
}
assert greedy_dag._get_coloring() == {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block4),
hash(block5),
hash(block6),
hash(block7),
hash(block8),
hash(block9),
hash(block10)
}
TestGreedyColoring.assert_coloring(
greedy_dag, {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block4),
hash(block5),
hash(block6),
hash(block7),
hash(block8),
hash(block9),
hash(block10)
})
greedy_dag.set_k(5)
assert greedy_dag._coloring_tip_gid == hash(block10)
assert greedy_dag._k_chain == ({
hash(block3), hash(block7),
hash(block10)
}, 2)
assert greedy_dag._coloring_chain == {
hash(genesis),
hash(block1),
hash(block3),
hash(block7),
hash(block10)
}
assert greedy_dag._get_coloring() == {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block4),
hash(block5),
hash(block6),
hash(block7),
hash(block8),
hash(block9),
hash(block10)
}
TestGreedyColoring.assert_coloring(
greedy_dag, {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block4),
hash(block5),
hash(block6),
hash(block7),
hash(block8),
hash(block9),
hash(block10)
})
greedy_dag.set_k(6)
assert greedy_dag._coloring_tip_gid == hash(block10)
assert greedy_dag._k_chain == ({
hash(block3), hash(block7),
hash(block10)
}, 2)
assert greedy_dag._coloring_chain == {
hash(genesis),
hash(block1),
hash(block3),
hash(block7),
hash(block10)
}
assert greedy_dag._get_coloring() == {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block4),
hash(block5),
hash(block6),
hash(block7),
hash(block8),
hash(block9),
hash(block10)
}
TestGreedyColoring.assert_coloring(
greedy_dag, {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block4),
hash(block5),
hash(block6),
hash(block7),
hash(block8),
hash(block9),
hash(block10)
})
greedy_dag.set_k(7)
assert greedy_dag._coloring_tip_gid == hash(block10)
assert greedy_dag._k_chain == ({
hash(block1),
hash(block3),
hash(block7),
hash(block10)
}, 1)
assert greedy_dag._coloring_chain == {
hash(genesis),
hash(block1),
hash(block3),
hash(block7),
hash(block10)
}
assert greedy_dag._get_coloring() == {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block4),
hash(block5),
hash(block6),
hash(block7),
hash(block8),
hash(block9),
hash(block10)
}
TestGreedyColoring.assert_coloring(
greedy_dag, {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block4),
hash(block5),
hash(block6),
hash(block7),
hash(block8),
hash(block9),
hash(block10)
})
greedy_dag.set_k(8)
assert greedy_dag._coloring_tip_gid == hash(block10)
assert greedy_dag._k_chain == ({
hash(genesis),
hash(block1),
hash(block3),
hash(block7),
hash(block10)
}, 0)
assert greedy_dag._coloring_chain == {
hash(genesis),
hash(block1),
hash(block3),
hash(block7),
hash(block10)
}
assert greedy_dag._get_coloring() == {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block4),
hash(block5),
hash(block6),
hash(block7),
hash(block8),
hash(block9),
hash(block10)
}
TestGreedyColoring.assert_coloring(
greedy_dag, {
hash(genesis),
hash(block1),
hash(block2),
hash(block3),
hash(block4),
hash(block5),
hash(block6),
hash(block7),
hash(block8),
hash(block9),
hash(block10)
})
def block5(self, block4):
# graph should look like this: 0 <- 2 <- 4 <- 5
return Block(hash(block4) + 1, {hash(block4)})
def test_complex_attack(self, competing_chain_greedy_dag, genesis, block1,
block2, block3):
"""
Tests a complex attack scenario.
"""
competing_chain_greedy_dag.add(genesis)
# gids: 0 <- 1
competing_chain_greedy_dag.add(block1)
# gids: 0 <- 1
# gids: 0 <- 4
block4 = Block(
4,
competing_chain_greedy_dag.get_virtual_block_parents(
is_malicious=True))
competing_chain_greedy_dag.add(block4, is_malicious=True)
assert competing_chain_greedy_dag._currently_attacked_block_gid == hash(
block1)
assert competing_chain_greedy_dag._competing_chain_tip_gid == hash(
block4)
assert competing_chain_greedy_dag._competing_chain_tip_antipast == {
hash(block1), hash(block4)
}
assert not competing_chain_greedy_dag.did_attack_succeed()
assert competing_chain_greedy_dag.get_virtual_block_parents(
is_malicious=True) == {hash(block4)}
assert competing_chain_greedy_dag._currently_attacked_block_gid == hash(
block1)
assert competing_chain_greedy_dag._competing_chain_tip_gid == hash(
block4)
assert competing_chain_greedy_dag._competing_chain_tip_antipast == {
hash(block1), hash(block4)
}
assert not competing_chain_greedy_dag.did_attack_succeed()
# gids: 0 <- 1, 2
# gids: 0 <- 4
competing_chain_greedy_dag.add(block2)
assert competing_chain_greedy_dag._currently_attacked_block_gid == hash(
block1)
assert competing_chain_greedy_dag._competing_chain_tip_gid == hash(
block4)
assert competing_chain_greedy_dag._competing_chain_tip_antipast == {
hash(block1), hash(block2),
hash(block4)
}
assert not competing_chain_greedy_dag.did_attack_succeed()
assert competing_chain_greedy_dag.get_virtual_block_parents(
is_malicious=True) == {hash(block4)}
assert competing_chain_greedy_dag._currently_attacked_block_gid == hash(
block1)
assert competing_chain_greedy_dag._competing_chain_tip_gid == hash(
block4)
assert competing_chain_greedy_dag._competing_chain_tip_antipast == {
hash(block1), hash(block2),
hash(block4)
}
assert not competing_chain_greedy_dag.did_attack_succeed()
# gids: 0 <- 1, 2
# gids: 0 <- 4 <- 5
block5 = Block(
5,
competing_chain_greedy_dag.get_virtual_block_parents(
is_malicious=True))
competing_chain_greedy_dag.add(block5, is_malicious=True)
assert competing_chain_greedy_dag._currently_attacked_block_gid == hash(
block1)
assert competing_chain_greedy_dag._competing_chain_tip_gid == hash(
block5)
assert competing_chain_greedy_dag._competing_chain_tip_antipast == {
hash(block1), hash(block2),
hash(block5)
}
assert not competing_chain_greedy_dag.did_attack_succeed()
assert competing_chain_greedy_dag.get_virtual_block_parents(
is_malicious=True) == {hash(block1),
hash(block2),
hash(block5)}
assert competing_chain_greedy_dag._currently_attacked_block_gid == hash(
block1)
assert competing_chain_greedy_dag._competing_chain_tip_gid == hash(
block5)
assert competing_chain_greedy_dag._competing_chain_tip_antipast == {
hash(block1), hash(block2),
hash(block5)
}
assert not competing_chain_greedy_dag.did_attack_succeed(
) # block1 is still unconfirmed
# gids: 0 <- 1, 2 <- 3
# gids: 0 <- 4 <- 5
competing_chain_greedy_dag.add(block3)
assert competing_chain_greedy_dag._currently_attacked_block_gid == hash(
block1)
assert competing_chain_greedy_dag._competing_chain_tip_gid == hash(
block5)
assert competing_chain_greedy_dag._competing_chain_tip_antipast == {
hash(block1),
hash(block2),
hash(block3),
hash(block5)
}
assert not competing_chain_greedy_dag.did_attack_succeed()
assert competing_chain_greedy_dag.get_virtual_block_parents(
is_malicious=True) == {hash(block1),
hash(block2),
hash(block5)}
assert competing_chain_greedy_dag._currently_attacked_block_gid == hash(
block1)
assert competing_chain_greedy_dag._competing_chain_tip_gid == hash(
block5)
assert competing_chain_greedy_dag._competing_chain_tip_antipast == {
hash(block1),
hash(block2),
hash(block3),
hash(block5)
}
assert not competing_chain_greedy_dag.did_attack_succeed()
# gids: 0 <- 1, 2 <- 3
# gids: 0 <- 1, 2 <- 6
# gids: 0 <- 4 <- 5 <- 6
block6 = Block(
6,
competing_chain_greedy_dag.get_virtual_block_parents(
is_malicious=True))
competing_chain_greedy_dag.add(block6, is_malicious=True)
assert competing_chain_greedy_dag._currently_attacked_block_gid == hash(
block1)
assert competing_chain_greedy_dag._competing_chain_tip_gid == hash(
block6)
assert competing_chain_greedy_dag._competing_chain_tip_antipast == {
hash(block3), hash(block6)
}
assert competing_chain_greedy_dag.did_attack_succeed()
def block7(block3, block6):
# graph should look like this: 3 <- 7
return Block(hash(block6) + 1, {hash(block3)})
def block6(block5):
# graph should look like this: 5 <- 6
return Block(hash(block5) + 1, {hash(block5)})
def block3(self, block1, block2):
# graph should look like this: 0 <- 1 <- 3
return Block(hash(block2) + 1, {hash(block1)})
def block4(self, block2, block3):
# graph should look like this: 0 <- 2 <- 4
return Block(hash(block3) + 1, {hash(block2)})
class Network:
"""
The network connecting the various miners.
"""
# Dictionary key for the miner data of each miner
_MINER_KEY = 'miner'
# Dictionary key for the hash rate of each miner
_HASH_RATE_KEY = 'hash_rate'
# Dictionary key for the edge weight
_EDGE_WEIGHT_KEY = 'weight'
# The default genesis block
_GENESIS_BLOCK = Block(global_id=0, size=0, data="Genesis")
def __init__(self,
propagation_delay_parameter: int = 0,
median_speed: Block.BlockSize = 1 << 20,
no_delay_for_malicious_miners: bool = True,
completely_connected_malicious_miners: bool = True,
total_network_dag: DAG = None,
simulation: "Simulation" = None):
"""
Initializes the network.
"""
self._network_graph = nx.DiGraph()
self._propagation_delay_parameter = propagation_delay_parameter
self._median_speed = median_speed
self._no_delay_for_malicious_miners = no_delay_for_malicious_miners
self._completely_connected_malicious_miners = completely_connected_malicious_miners
self._simulation = simulation
self._total_network_dag = total_network_dag
self._total_network_dag.add(self._GENESIS_BLOCK)
self._removed_miners: Set[str] = set()
self._malicious_miner_names: Set[str] = set()
def __contains__(self, miner_name: "Miner.Name") -> bool:
return miner_name in self._network_graph
def __getitem__(self, miner_name: "Miner.Name") -> "Miner":
if miner_name not in self._network_graph:
return None
return self._network_graph.node[miner_name][self._MINER_KEY]
def __iter__(self) -> Iterator["Miner.Name"]:
return iter(self._network_graph)
def __len__(self) -> int:
return len(self._network_graph)
@staticmethod
def get_random_ip() -> "Miner.Name":
"""
:return: a random IP address as a string.
"""
return ".".join(str(random.randint(0, 255)) for _ in range(4))
def get_random_miner(self, according_to_hash_rate: bool = True) -> "Miner":
"""
:return: a random miner, randomness is distributed according to the given parameter.
"""
miners = []
hash_rates = []
total_hash_rate = 0
for miner_name in self:
miners.append(miner_name)
miner_hash_rate = self._network_graph.node[miner_name][self._HASH_RATE_KEY]
hash_rates.append(miner_hash_rate)
total_hash_rate += miner_hash_rate
if according_to_hash_rate:
miner_name = numpy.random.choice(miners, p=numpy.array(hash_rates) / total_hash_rate)
else:
miner_name = numpy.random.choice(miners)
return self[miner_name]
def add_miner(self,
miner: "Miner",
hash_rate: float,
is_malicious: bool = False,
discover_peers: bool = True):
"""
Adds a miner with the given hash rate to the network.
"""
miner_name = miner.get_name()
self._network_graph.add_node(miner_name)
self._network_graph.node[miner_name][Network._MINER_KEY] = miner
self._network_graph.node[miner_name][Network._HASH_RATE_KEY] = hash_rate
miner.set_network(self)
miner.add_block(self._GENESIS_BLOCK)
if is_malicious:
self._malicious_miner_names.add(miner_name)
if discover_peers:
for miner_name in self:
self[miner_name].discover_peers()
def remove_miner(self, name: "Miner.Name"):
"""
Removes a miner from the network.
"""
peer_names = set(self._network_graph.predecessors(name))
self._removed_miners.add(self[name])
self._network_graph.remove_node(name)
if name in self._malicious_miner_names:
self._malicious_miner_names.remove(name)
for peer_name in peer_names:
self[peer_name].discover_peers()
def discover_peers(self, miner_name: "Miner.Name", max_peer_num: Union[int, float]):
"""
:return: a random collection of miner_num miner names.
"""
new_peers = set()
old_peers = set(self._network_graph.neighbors(miner_name)) | {miner_name}
while len(new_peers) < min(len(self._network_graph) - len(old_peers), max_peer_num - len(old_peers) + 1):
potential_peer = random.choice(list(self._network_graph.nodes()))
if potential_peer not in old_peers:
new_peers.add(potential_peer)
return new_peers
def _is_there_delay(self, miner_name: "Miner.Name") -> bool:
"""
:return: True iff the given miner suffers from network delay.
"""
return not ((miner_name in self._malicious_miner_names) and self._no_delay_for_malicious_miners)
def _get_delay(self, sender_name: "Miner.Name", recipient_name: "Miner.Name") -> float:
"""
:return: if there is an edge between the miners, the actual delay between them.
If not, generates a random delay.
"""
if self._network_graph.has_edge(sender_name, recipient_name):
return self._network_graph[sender_name][recipient_name][self._EDGE_WEIGHT_KEY]
return numpy.random.poisson(self._propagation_delay_parameter) * self._is_there_delay(sender_name) * \
self._is_there_delay(recipient_name)
def add_peers(self, miner_name: "Miner.Name", peers: Set["Miner.Name"]):
"""
Adds the given miners as peers to the given miner.
"""
self._network_graph.add_weighted_edges_from(
[(miner_name, peer_name, self._get_delay(miner_name, peer_name)) for peer_name in (peers - {miner_name})])
def remove_peers(self, miner_name: "Miner.Name", peers: Iterable["Miner.Name"]):
"""
Removes the given miners as peers to the given miner.
"""
self._network_graph.remove_edges_from([(miner_name, peer) for peer in peers])
def attack_success(self):
"""
A method that allows miners to notify the network of a successful attack.
"""
self._simulation.attack_success()
def add_block(self, block: Block):
"""
Adds the given block to the total network DAG.
"""
if hash(block) not in self._total_network_dag:
self._total_network_dag.add(block)
def send_block(self, sender_name: "Miner.Name", recipient_name: "Miner.Name", block: Block):
"""
Sends the given block to the given miner.
"""
if sender_name not in self._network_graph or recipient_name not in self._network_graph:
return
delay_lambda = round(self._get_delay(sender_name, recipient_name) * sys.getsizeof(block) / self._median_speed)
delay_time = min(numpy.random.poisson(delay_lambda), self._propagation_delay_parameter)
self._simulation.send_block(sender_name, recipient_name, block, delay_time)
def broadcast_block(self, miner_name: "Miner.Name", block: Block):
"""
Broadcasts the given block from the given miner to its peers.
"""
self.add_block(block)
peers = set(self._network_graph.neighbors(miner_name))
if self._completely_connected_malicious_miners:
if miner_name in self._malicious_miner_names:
peers |= self._network_graph.nodes()
else:
peers |= self._malicious_miner_names
for peer_name in peers:
self.send_block(miner_name, peer_name, block)
def fetch_block(self, miner_name: "Miner.Name", gid: Block.GlobalID):
"""
:return: retrieves the block with the given global id from the network for the given miner.
"""
for peer in self._network_graph.neighbors(miner_name):
self.send_block(peer, miner_name, self._total_network_dag[gid])
def draw_total_network_dag(self, with_labels: bool = False):
"""
:return: draws the "total" DAG of all the blocks in the network.
"""
self._total_network_dag.draw(with_labels=with_labels)
def draw_network(self, with_labels: bool = False):
"""
Draws the network.
"""
plt.figure()
pos = nx.spectral_layout(self._network_graph)
nx.draw_networkx(self._network_graph, pos=pos, font_size=8)
if with_labels:
edge_labels = nx.get_edge_attributes(self._network_graph, self._EDGE_WEIGHT_KEY)
nx.draw_networkx_edge_labels(self._network_graph, pos=pos, edge_labels=edge_labels, font_size=8)
plt.show()
def __str__(self):
"""
:return: a string representation of the network.
"""
network_params = ', '.join([
"network info: delay lambda: " + str(self._propagation_delay_parameter),
"median speed: " + str(self._median_speed),
"no delay for malicious miners: " + str(self._no_delay_for_malicious_miners),
"malicious miners are completely connected: " +
str(self._completely_connected_malicious_miners) + ".\n"
])
network_graph_str = "Network graph: " + str(list(self._network_graph.edges(data=True))) + "\n"
total_dag_str = "Total network DAG: " + str(self._total_network_dag) + ".\n"
miners_str = "Active miners in the network:\n" + \
'\n'.join([
str(self[miner_name]) +
", hash rate: " + str(self._network_graph.node[miner_name][self._HASH_RATE_KEY]) + ", "
+ str(len(self[miner_name].get_mined_blocks()) / len(self._total_network_dag)) +
" of network blocks. Its peers are: " +
', '.join([str(peer_name) + " with delay: " +
str(self._network_graph[miner_name][peer_name][self._EDGE_WEIGHT_KEY])
for peer_name in self._network_graph.neighbors(miner_name)])
for miner_name in self])
return network_params + network_graph_str + total_dag_str + miners_str + "\n"
def block2(genesis, block1):
# graph should look like this: 0 <- 2
return Block(hash(block1) + 1, {hash(genesis)})
def block1(genesis):
# graph should look like this: 0 <- 1
return Block(hash(genesis) + 1, {hash(genesis)})
def block9(block8):
# graph should look like this: 8 <- 9
return Block(hash(block8) + 1, {hash(block8)})
def block8(block7):
# graph should look like this: 7 <- 8
return Block(hash(block7) + 1, {hash(block7)})
def genesis():
return Block()
def block5(block4):
# graph should look like this: 4 <- 5
return Block(hash(block4) + 1, {hash(block4)})
def block3(block1, block2):
# graph should look like this: 1, 2 <- 3
return Block(hash(block2) + 1, {hash(block1), hash(block2)})
def block6(self, block3, block5):
# graph should look like this: 0 <- 1 <- 3 <- 6
return Block(hash(block5) + 1, {hash(block3)})
def block4(genesis, block3):
# graph should look like this: 0 <- 4
return Block(hash(block3) + 1, {hash(genesis)})
def genesis(self):
return Block()
