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350 lines (312 loc) · 12.5 KB
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#include "suf/operator_spec.hpp"
#include "suf/ref_eval.hpp"
#include <algorithm>
#include <cassert>
#include <iostream>
#include <stdexcept>
#include <vector>
using namespace suf;
namespace {
struct LsbOnlyRuntime final : MpcRuntime {
u64 mul(u64 a, u64 b) const override { return a * b; }
u8 bool_and(u8 a, u8 b) const override { return static_cast<u8>((a & b) & 1U); }
u64 b2a(u8 b) const override { return static_cast<u64>(b & 1U); }
u8 a2b(u64 x) const override { return static_cast<u8>(x & 1ULL); }
};
BoolExpr pred_expr_for_test(int pred_index) {
BoolExpr e;
BoolNode n;
n.kind = BoolNode::Kind::PRED;
n.pred_index = pred_index;
e.nodes.push_back(n);
e.root = 0;
return e;
}
BoolExpr not_pred_expr_for_test(int pred_index) {
BoolExpr e;
BoolNode p;
p.kind = BoolNode::Kind::PRED;
p.pred_index = pred_index;
e.nodes.push_back(p);
BoolNode n;
n.kind = BoolNode::Kind::NOT;
n.lhs = 0;
e.nodes.push_back(n);
e.root = 1;
return e;
}
OperatorSpecification make_spec() {
OperatorSpecification spec;
spec.in_bits = 8;
spec.boundaries = {0, 64, 128};
Predicate low;
low.kind = PredKind::LTLOW;
low.f = 4;
low.gamma = 8;
spec.predicates.push_back(low);
Predicate one;
one.kind = PredKind::CONST;
one.param = 1;
spec.predicates.push_back(one);
spec.pieces.resize(3);
spec.pieces[0].polys = {Polynomial{{1}}, Polynomial{{10, 1}}};
spec.pieces[1].polys = {Polynomial{{2}}, Polynomial{{20, 2}}};
spec.pieces[2].polys = {Polynomial{{3}}, Polynomial{{30, 3}}};
spec.pieces[0].bool_outputs = {pred_expr_for_test(0)};
spec.pieces[1].bool_outputs = {not_pred_expr_for_test(0)};
spec.pieces[2].bool_outputs = {pred_expr_for_test(1)};
return spec;
}
OperatorSpecification make_relu_phi_spec() {
OperatorSpecification spec;
spec.in_bits = 8;
spec.boundaries = {0, 128};
Predicate msb;
msb.kind = PredKind::MSB;
spec.predicates.push_back(msb);
spec.pieces.resize(2);
spec.pieces[0].polys = {Polynomial{{1}}, Polynomial{{3}}}; // a=1,b=3
spec.pieces[0].aux_words = {11, 12};
spec.pieces[0].bool_outputs = {pred_expr_for_test(0)};
spec.pieces[1].polys = {Polynomial{{0}}, Polynomial{{5}}}; // a=0,b=5
spec.pieces[1].aux_words = {21, 22};
spec.pieces[1].bool_outputs = {pred_expr_for_test(0)};
PostprocessArithExpr y;
y.nodes.push_back(PostprocessArithNode{PostprocessArithOp::POLY_OUT, -1, -1, 0, 0});
y.nodes.push_back(PostprocessArithNode{PostprocessArithOp::X, -1, -1, -1, 0});
y.nodes.push_back(PostprocessArithNode{PostprocessArithOp::MUL, 0, 1, -1, 0});
y.nodes.push_back(PostprocessArithNode{PostprocessArithOp::POLY_OUT, -1, -1, 1, 0});
y.nodes.push_back(PostprocessArithNode{PostprocessArithOp::ADD, 2, 3, -1, 0});
y.root = 4;
spec.postprocess.arith_exprs.push_back(y);
spec.postprocess.arithmetic_outputs = {0};
PostprocessBoolExpr z;
z.nodes.push_back(PostprocessBoolNode{PostprocessBoolOp::BOOL_OUT, -1, -1, 0, 0});
z.root = 0;
spec.postprocess.bool_exprs.push_back(z);
spec.postprocess.boolean_outputs = {0};
return spec;
}
OperatorSpecification make_kappa_phi_spec() {
OperatorSpecification spec;
spec.in_bits = 8;
spec.boundaries = {0};
spec.pieces.resize(1);
spec.pieces[0].polys = {Polynomial{{9}}};
PostprocessArithExpr y;
y.nodes.push_back(PostprocessArithNode{PostprocessArithOp::POLY_OUT, -1, -1, 0, 0});
y.nodes.push_back(PostprocessArithNode{PostprocessArithOp::KAPPA_A, -1, -1, 1, 0});
y.nodes.push_back(PostprocessArithNode{PostprocessArithOp::ADD, 0, 1, -1, 0});
y.root = 2;
spec.postprocess.arith_exprs.push_back(y);
spec.postprocess.arithmetic_outputs = {0};
PostprocessBoolExpr z;
z.nodes.push_back(PostprocessBoolNode{PostprocessBoolOp::KAPPA_B, -1, -1, 2, 0});
z.root = 0;
spec.postprocess.bool_exprs.push_back(z);
spec.postprocess.boolean_outputs = {0};
return spec;
}
std::vector<u64> expected_payload(const OperatorSpecification& spec,
std::size_t piece,
int degree) {
const std::size_t outputs = spec.pieces.front().polys.size();
const std::size_t coeff_words = outputs * static_cast<std::size_t>(degree + 1);
std::vector<u64> row(coeff_words + spec.pieces.front().aux_words.size(), 0);
for (std::size_t out = 0; out < outputs; ++out) {
const auto& coeffs = spec.pieces[piece].polys[out].coeffs;
for (int k = 0; k <= degree; ++k) {
row[out * static_cast<std::size_t>(degree + 1) + static_cast<std::size_t>(k)] =
(static_cast<std::size_t>(k) < coeffs.size()) ? coeffs[static_cast<std::size_t>(k)] : 0;
}
}
for (std::size_t i = 0; i < spec.pieces[piece].aux_words.size(); ++i) {
row[coeff_words + i] = spec.pieces[piece].aux_words[i];
}
return row;
}
std::size_t lookup_interval(const std::vector<u64>& cutpoints, u64 x) {
auto it = std::upper_bound(cutpoints.begin(), cutpoints.end(), x);
if (it == cutpoints.begin()) return 0;
return static_cast<std::size_t>(std::distance(cutpoints.begin(), it) - 1);
}
u64 eval_payload_poly(const std::vector<u64>& payload,
std::size_t output,
int degree,
u64 x) {
const std::size_t base = output * static_cast<std::size_t>(degree + 1);
u64 y = 0;
for (int k = degree; k >= 0; --k) {
y = y * x + payload[base + static_cast<std::size_t>(k)];
}
return y;
}
u64 expected_helper(u64 x) {
if (x < 64) return ((x & 0xFULL) < 8) ? 1ULL : 0ULL;
if (x < 128) return ((x & 0xFULL) < 8) ? 0ULL : 1ULL;
return 1ULL;
}
} // namespace
int main() {
const auto spec = make_spec();
const auto d = lower_operator_spec_to_suf(spec, 0);
assert(d.cuts == spec.boundaries);
assert(d.helpers.size() == 1);
for (int x = 0; x < 256; ++x) {
const auto res = eval_suf_ref(d, static_cast<u64>(x));
if (res.helpers[0] != expected_helper(static_cast<u64>(x))) {
std::cerr << "lowered helper mismatch at " << x << " got " << res.helpers[0]
<< " expected " << expected_helper(static_cast<u64>(x)) << "\n";
return 1;
}
}
const auto unmasked = compile_operator_spec(spec);
assert(unmasked.shape.arithmetic_outputs == 2);
assert(unmasked.shape.boolean_outputs == 1);
assert(unmasked.shape.max_degree == 1);
assert(unmasked.shape.payload_words == 4);
assert(unmasked.shape.interval_count == 3);
assert(unmasked.packed_comparison.query_to_predicate.size() ==
unmasked.packed_comparison.plan.queries.size());
for (const auto& q : unmasked.packed_comparison.plan.queries) {
assert(q.n_bits == 8 || q.n_bits == 4);
}
for (std::size_t i = 0; i < spec.pieces.size(); ++i) {
assert(unmasked.interval_lookup.payloads[i] == expected_payload(spec, i, 1));
}
OperatorCompileOptions opts;
opts.mask_aware = true;
opts.input_mask = 37;
opts.party = 0;
opts.seed = 1234;
const auto masked = compile_operator_spec(spec, opts);
assert(masked.shape.interval_count == 4);
assert(masked.shape.payload_words == 4);
assert(masked.packed_comparison.query_to_predicate.size() ==
masked.packed_comparison.plan.queries.size());
assert(masked.packed_comparison.const_pred_bits.size() ==
masked.backend_descriptor.predicates.size());
bool saw_low_width = false;
bool saw_input_width = false;
for (const auto& q : masked.packed_comparison.plan.queries) {
assert(q.n_bits == 8 || q.n_bits == 4);
saw_low_width = saw_low_width || (q.n_bits == 4);
saw_input_width = saw_input_width || (q.n_bits == 8);
}
assert(saw_low_width);
assert(saw_input_width);
for (int x = 0; x < 256; ++x) {
const u64 x_plain = static_cast<u64>(x);
const u64 x_masked = (x_plain + opts.input_mask) & 0xFFULL;
const auto piece = interval_index(spec.boundaries, x_plain);
const auto row = lookup_interval(masked.interval_lookup.cutpoints, x_masked);
const auto& payload = masked.interval_lookup.payloads[row];
for (std::size_t out = 0; out < spec.pieces[piece].polys.size(); ++out) {
const u64 got = eval_payload_poly(payload, out, 1, x_masked);
const u64 expected = eval_poly(spec.pieces[piece].polys[out], x_plain);
if (got != expected) {
std::cerr << "masked payload eval mismatch at x=" << x << " x_hat=" << x_masked
<< " row=" << row << " piece=" << piece << " out=" << out
<< " got=" << got << " expected=" << expected << "\n";
return 1;
}
}
}
const auto relu = make_relu_phi_spec();
const auto relu_compiled = compile_operator_spec(relu);
assert(relu_compiled.shape.arithmetic_outputs == 2);
assert(relu_compiled.shape.final_arithmetic_outputs == 1);
assert(relu_compiled.shape.boolean_outputs == 1);
assert(relu_compiled.shape.final_boolean_outputs == 1);
assert(relu_compiled.shape.payload_words == 4);
assert(relu_compiled.shape.ring_multiplications == 1);
assert(relu_compiled.shape.b2a_conversions == 0);
assert(relu_compiled.interval_lookup.payloads[0] == expected_payload(relu, 0, 0));
assert(relu_compiled.interval_lookup.payloads[1] == expected_payload(relu, 1, 0));
OperatorCompileOptions relu_opts_a;
relu_opts_a.mask_aware = true;
relu_opts_a.input_mask = 37;
relu_opts_a.party = 0;
relu_opts_a.seed = 88;
OperatorCompileOptions relu_opts_b = relu_opts_a;
relu_opts_b.input_mask = 91;
const auto relu_mask_a = compile_operator_spec(relu, relu_opts_a);
const auto relu_mask_b = compile_operator_spec(relu, relu_opts_b);
assert(relu_mask_a.shape.comparison_queries == relu_mask_b.shape.comparison_queries);
assert(relu_mask_a.shape.comparison_bit_widths == relu_mask_b.shape.comparison_bit_widths);
assert(relu_mask_a.shape.interval_count == relu_mask_b.shape.interval_count);
assert(relu_mask_a.shape.payload_words == 4);
assert(relu_mask_a.shape.payload_words == relu_mask_b.shape.payload_words);
const auto kappa = make_kappa_phi_spec();
const auto kappa_shape = required_postprocess_kappa_shape(kappa.postprocess);
assert(kappa_shape.arithmetic == 2);
assert(kappa_shape.boolean == 3);
const auto kappa_compiled = compile_operator_spec(kappa);
assert(kappa_compiled.shape.kappa_a_words == 2);
assert(kappa_compiled.shape.kappa_b_bits == 3);
PostprocessProgram unused_program;
PostprocessArithExpr unused_kappa;
unused_kappa.nodes.push_back(PostprocessArithNode{PostprocessArithOp::KAPPA_A, -1, -1, 7, 0});
unused_kappa.root = 0;
unused_program.arith_exprs.push_back(unused_kappa);
PostprocessBoolExpr unused_a2b;
PostprocessBoolNode unused_a2b_node;
unused_a2b_node.op = PostprocessBoolOp::A2B;
unused_a2b_node.index = 0;
unused_a2b_node.bit_index = 3;
unused_a2b.nodes.push_back(unused_a2b_node);
unused_a2b.root = 0;
unused_program.bool_exprs.push_back(unused_a2b);
validate_postprocess_program(unused_program);
const auto unused_cost = count_postprocess_cost(unused_program);
assert(!unused_cost.requires_runtime());
assert(required_postprocess_kappa_shape(unused_program).empty());
assert(max_postprocess_a2b_bit_index(unused_program) == -1);
PostprocessProgram bit_program;
PostprocessArithExpr x_expr;
x_expr.nodes.push_back(PostprocessArithNode{PostprocessArithOp::X, -1, -1, -1, 0});
x_expr.root = 0;
bit_program.arith_exprs.push_back(x_expr);
PostprocessBoolExpr bit_expr;
PostprocessBoolNode a2b3;
a2b3.op = PostprocessBoolOp::A2B;
a2b3.index = 0;
a2b3.bit_index = 3;
bit_expr.nodes.push_back(a2b3);
bit_expr.root = 0;
bit_program.bool_exprs.push_back(bit_expr);
bit_program.boolean_outputs = {0};
validate_postprocess_program(bit_program);
ReferenceMpcRuntime runtime;
PostprocessEvalContext bit_ctx;
bit_ctx.x = 0b1010ULL;
std::vector<u64> bit_arith;
std::vector<u8> bit_bool;
eval_postprocess_program(bit_program, bit_ctx, &runtime, bit_arith, bit_bool);
assert(bit_bool.size() == 1);
assert(bit_bool[0] == 1);
LsbOnlyRuntime lsb_only;
bool non_lsb_default_threw = false;
try {
eval_postprocess_program(bit_program, bit_ctx, &lsb_only, bit_arith, bit_bool);
} catch (const std::runtime_error&) {
non_lsb_default_threw = true;
}
assert(non_lsb_default_threw);
PostprocessProgram xhat_program;
PostprocessArithExpr xhat_expr;
xhat_expr.nodes.push_back(PostprocessArithNode{PostprocessArithOp::X_HAT, -1, -1, -1, 0});
xhat_expr.root = 0;
xhat_program.arith_exprs.push_back(xhat_expr);
xhat_program.arithmetic_outputs = {0};
PostprocessEvalContext xhat_ctx;
xhat_ctx.x = 17;
xhat_ctx.x_hat = 93;
std::vector<u64> xhat_arith;
std::vector<u8> xhat_bool;
eval_postprocess_program(xhat_program, xhat_ctx, nullptr, xhat_arith, xhat_bool);
assert(xhat_arith.size() == 1);
assert(xhat_arith[0] == 93);
std::cout << "ok\n";
return 0;
}