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Add code to store secret-shares from players in a matrix

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Sam A. 2023-04-11 15:31:49 +02:00
parent 90ac44f2fa
commit b5b8841a71
Signed by: samsapti
GPG key ID: CBBBE7371E81C4EA
1 changed files with 36 additions and 27 deletions
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63
src/gale_shapley.mpc
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@ -7,7 +7,7 @@ from Compiler.util import *
from Compiler.oram import OptimalORAM
from Compiler.library import for_range, do_while, time, if_, print_ln, crash, print_str
from Compiler.gs import OMatrix, OStack
from Compiler.gs import OMatrix, OMatrixRow, OStack
class Matchmaker:
@ -43,36 +43,18 @@ class Matchmaker:
def engage(self, man, woman, for_real):
self.wives.access(man, woman, for_real)
# self.husbands.ram[0].x[0].reveal().print_reg('a')
self.husbands.access(woman, man, for_real)
# self.husbands.ram[0].x[0].reveal().print_reg('b')
# (man * 10 + woman * 1 + for_real * 100).reveal().print_reg('eng')
# if for_real:
# print 'engage', man, woman
# self.wives[man] = woman
# self.husbands[woman] = man
def dump(self, man, woman, for_real):
self.wives.delete(man, for_real)
# self.husbands.ram[0].x[0].reveal().print_reg('c')
self.husbands.delete(woman, for_real)
# self.husbands.ram[0].x[0].reveal().print_reg('d')
self.unengaged.append(man, for_real)
# self.husbands.ram[0].x[0].reveal().print_reg('e')
# (man * 10 + woman + for_real * 100).reveal().print_reg('dump')
# if for_real:
# print 'dump', man, woman
# self.wives[man] = clown
# self.husbands[woman] = clown
def propose(self, man, woman, for_real):
(fiance,), free = self.husbands.read(woman)
# self.husbands.ram[0].x[0].reveal().print_reg('f')
engaged = 1 - free
rank_man = self.f_ranks[woman][man]
# self.husbands.ram[0].x[0].reveal().print_reg('g')
(rank_fiance,), worst_fiance = self.f_ranks[woman].read(engaged*fiance)
# self.husbands.ram[0].x[0].reveal().print_reg('h')
leaving = self.int_type(rank_man) < self.int_type(rank_fiance)
if self.M < self.N:
leaving = 1 - (1 - leaving) * (1 - worst_fiance)
@ -84,7 +66,6 @@ class Matchmaker:
self.dump(fiance, woman, engaged * leaving * for_real)
self.engage(man, woman, (1 - (engaged * (1 - leaving))) * for_real)
self.unengaged.append(man, engaged * (1 - leaving) * for_real)
# self.husbands.ram[0].x[0].reveal().print_reg('i')
def match(self, n_loops=None):
if n_loops is None or n_loops > self.N * self.M:
@ -115,20 +96,16 @@ class Matchmaker:
rounds.iadd(1)
time()
man = self.unengaged.pop()
# self.husbands.ram[0].x[0].reveal().print_reg('j')
pref = self.int_type(propose[man])
if self.M < self.N and n_loops is None:
@if_((pref == self.M).reveal())
def f():
print_ln('run out of acceptable women')
crash()
# self.husbands.ram[0].x[0].reveal().print_reg('k')
propose[man] = pref + 1
# self.husbands.ram[0].x[0].reveal().print_reg('l')
self.propose(man, self.m_prefs[man][pref], True)
print_ln('man: %s, pref: %s, left: %s',
*(x.reveal() for x in (man, pref, self.unengaged.size)))
# self.wives[man].reveal().print_reg('wife')
return types.regint((self.unengaged.size > 0).reveal())
print_ln('%s rounds', rounds)
@ -148,6 +125,38 @@ class Matchmaker:
print('match', self.oram_type)
mm = Matchmaker(50, oram_type=OptimalORAM)
mm.init_easy()
mm.match()
""" CONSTANTS """
PLAYERS = 3
MATCHING_SIZE = 2
""" Assembling lists """
p_shares = Matrix(rows=PLAYERS, columns=MATCHING_SIZE, value_type=sint)
# Fill data from players into the matrix
# The matrix is ordered as m[row:player][col:share]
@for_range(PLAYERS)
def _(i):
@for_range(MATCHING_SIZE)
def _(j):
p_shares[i][j] = sint.get_input_from(i)
@for_range(PLAYERS)
def _(i):
@for_range(MATCHING_SIZE)
def _(j):
print_ln('input from player %s: %s', i, p_shares[i][j].reveal())
# Add entire column together to reveal secret-shared input
@for_range(MATCHING_SIZE)
def _(i):
col = p_shares.get_column(i)
print_ln('res: %s', sum(col).reveal())
# mm = Matchmaker(50, oram_type=OptimalORAM)
# mm.init_easy()
# mm.match()