div operators

c/zqfield.cpp

@@ -15,8 +15,19 @@ ZqField::~ZqField() {
 }
 
 void ZqField::add(PBigInt r, PBigInt a, PBigInt b) {
-    mpz_add(tmp,*a,*b);
+    mpz_add(*r,*a,*b);
-    mpz_fdiv_r(*r, tmp, p);
+    if (mpz_cmp(*r, p) >= 0) {
+        mpz_sub(*r, *r, p);
+    }
+}
+
+void ZqField::sub(PBigInt r, PBigInt a, PBigInt b) {
+    if (mpz_cmp(*a, *b) >= 0) {
+        mpz_sub(*r, *a, *b);
+    } else {
+        mpz_sub(tmp, *b, *a);
+        mpz_sub(*r, p, tmp);
+    }
 }
 
 void ZqField::mul(PBigInt r, PBigInt a, PBigInt b) {
@@ -24,6 +35,20 @@ void ZqField::mul(PBigInt r, PBigInt a, PBigInt b) {
     mpz_fdiv_r(*r, tmp, p);
 }
 
+void ZqField::div(PBigInt r, PBigInt a, PBigInt b) {
+    mpz_invert(tmp, *b, p);
+    mpz_mul(tmp,*a,tmp);
+    mpz_fdiv_r(*r, tmp, p);
+}
+
+void ZqField::idiv(PBigInt r, PBigInt a, PBigInt b) {
+    mpz_fdiv_q(*r, *a, *b);
+}
+
+void ZqField::mod(PBigInt r, PBigInt a, PBigInt b) {
+    mpz_fdiv_r(*r, *a, *b);
+}
+
 void ZqField::lt(PBigInt r, PBigInt a, PBigInt b) {
     int c = mpz_cmp(*a, *b);
     if (c<0) {

c/zqfield.h

@@ -15,7 +15,11 @@ public:
 
     void copyn(PBigInt a, PBigInt b, int n);
     void add(PBigInt r,PBigInt a, PBigInt b);
+    void sub(PBigInt r,PBigInt a, PBigInt b);
     void mul(PBigInt r,PBigInt a, PBigInt b);
+    void div(PBigInt r,PBigInt a, PBigInt b);
+    void idiv(PBigInt r,PBigInt a, PBigInt b);
+    void mod(PBigInt r,PBigInt a, PBigInt b);
     void lt(PBigInt r, PBigInt a, PBigInt b);
     void eq(PBigInt r, PBigInt a, PBigInt b);
     void gt(PBigInt r, PBigInt a, PBigInt b);

src/c_gen.js

@@ -156,27 +156,27 @@ function gen(ctx, ast) {
         } else if (ast.op == "+") {
             return genBinaryOp(ctx, ast, "add");
         } else if (ast.op == "-") {
-            return genSub(ctx, ast);
+            return genBinaryOp(ctx, ast, "sub");
         } else if (ast.op == "UMINUS") {
             return genUMinus(ctx, ast);
         } else if (ast.op == "*") {
             return genBinaryOp(ctx, ast, "mul");
         } else if (ast.op == "%") {
-            return genMod(ctx, ast);
+            return genBinaryOp(ctx, ast, "mod");
         } else if (ast.op == "PLUSPLUSRIGHT") {
-            return genPlusPlusRight(ctx, ast);
+            return genOpOp(ctx, ast, "add", "RIGHT");
         } else if (ast.op == "PLUSPLUSLEFT") {
-            return genPlusPlusLeft(ctx, ast);
+            return genOpOp(ctx, ast, "add", "LEFT");
         } else if (ast.op == "MINUSMINUSRIGHT") {
-            return genMinusMinusRight(ctx, ast);
+            return genOpOp(ctx, ast, "sub", "RIGHT");
         } else if (ast.op == "MINUSMINUSLEFT") {
-            return genMinusMinusLeft(ctx, ast);
+            return genOpOp(ctx, ast, "sub", "LEFT");
         } else if (ast.op == "**") {
             return genExp(ctx, ast);
         } else if (ast.op == "/") {
-            return genDiv(ctx, ast);
+            return genBinaryOp(ctx, ast, "div");
         } else if (ast.op == "\\") {
-            return genIDiv(ctx, ast);
+            return genBinaryOp(ctx, ast, "idiv");
         } else if (ast.op == "&") {
             return genBAnd(ctx, ast);
         } else if (ast.op == "&&") {
@@ -1009,20 +1009,32 @@ function genVarMulAssignement(ctx, ast) {
     return genAssignement(ctx, {values: [ast.values[0], {type: "OP", op: "*", values: ast.values}]});
 }
 
-function genPlusPlusRight(ctx, ast) {
+function genOpOp(ctx, ast, op, lr) {
-    return `(${genAssignement(ctx, {values: [ast.values[0], {type: "OP", op: "+", values: [ast.values[0], {type: "NUMBER", value: bigInt(1)}]}]})}).add(__P__).sub(bigInt(1)).mod(__P__)`;
-}
 
-function genPlusPlusLeft(ctx, ast) {
+    if (ast.values[0].type != "VARIABLE") return ctx.throwError(ast, "incrementing a non variable");
-    return genAssignement(ctx, {values: [ast.values[0], {type: "OP", op: "+", values: [ast.values[0], {type: "NUMBER", value: bigInt(1)}]}]});
-}
 
-function genMinusMinusRight(ctx, ast) {
+    const vRef = ast.values[0].refId;
-    return `(${genAssignement(ctx, {values: [ast.values[0], {type: "OP", op: "-", values: [ast.values[0], {type: "NUMBER", value: bigInt(1)}]}]})}).add(__P__).sub(bigInt(1)).mod(__P__)`;
-}
 
-function genMinusMinusLeft(ctx, ast) {
+    const vevalRef = gen(ctx, ast.values[0]);
-    return genAssignement(ctx, {values: [ast.values[0], {type: "OP", op: "-", values: [ast.values[0], {type: "NUMBER", value: bigInt(1)}]}]});
+    if (ctx.error) return;
+    const veval = ctx.refs[vevalRef];
+
+    if (veval.type != "BIGINT") return ctx.throwError(ast, "incrementing a non variable");
+
+    const resRef = newRef(ctx, "BIGINT", "_tmp");
+    const res = ctx.refs[resRef];
+    if (veval.used) {
+        instantiateRef(ctx, resRef);
+        ctx.code += `ctx->field->${op}(${res.label}, ${veval.label}, &(ctx->field->one));\n`;
+    } else {
+        res.value = [ctx.field[op](veval.value[0], bigInt(1))];
+    }
+    genVarAssignment(ctx, ast, vRef, ast.values[0].selectors, resRef);
+    if (lr == "RIGHT") {
+        return vevalRef;
+    } else if (lr == "LEFT") {
+        return resRef;
+    }
 }
 
 function genBinaryOp(ctx, ast, op) {
@@ -1143,46 +1155,6 @@ function genMod(ctx, ast) {
     return `bigInt(${a}).mod(bigInt(${b}))`;
 }
 
-function genGt(ctx, ast) {
-    const a = gen(ctx, ast.values[0]);
-    if (ctx.error) return;
-    const b = gen(ctx, ast.values[1]);
-    if (ctx.error) return;
-    return `bigInt(${a}).gt(bigInt(${b})) ? 1 : 0`;
-}
-
-function genLte(ctx, ast) {
-    const a = gen(ctx, ast.values[0]);
-    if (ctx.error) return;
-    const b = gen(ctx, ast.values[1]);
-    if (ctx.error) return;
-    return `bigInt(${a}).lesserOrEquals(bigInt(${b})) ? 1 : 0`;
-}
-
-function genGte(ctx, ast) {
-    const a = gen(ctx, ast.values[0]);
-    if (ctx.error) return;
-    const b = gen(ctx, ast.values[1]);
-    if (ctx.error) return;
-    return `bigInt(${a}).greaterOrEquals(bigInt(${b})) ? 1 : 0`;
-}
-
-function genEq(ctx, ast) {
-    const a = gen(ctx, ast.values[0]);
-    if (ctx.error) return;
-    const b = gen(ctx, ast.values[1]);
-    if (ctx.error) return;
-    return `(bigInt(${a}).eq(bigInt(${b})) ? 1 : 0)`;
-}
-
-function genNeq(ctx, ast) {
-    const a = gen(ctx, ast.values[0]);
-    if (ctx.error) return;
-    const b = gen(ctx, ast.values[1]);
-    if (ctx.error) return;
-    return `(bigInt(${a}).eq(bigInt(${b})) ? 0 : 1)`;
-}
-
 function genUMinus(ctx, ast) {
     const a = gen(ctx, ast.values[0]);
     if (ctx.error) return;

src/zqfield.js

@@ -9,6 +9,10 @@ module.exports = class ZqField {
         return a.add(b).mod(this.p);
     }
 
+    sub(a, b) {
+        return a.minus(b).mod(this.p);
+    }
+
     mul(a, b) {
         return a.mul(b).mod(this.p);
     }
@@ -37,5 +41,17 @@ module.exports = class ZqField {
         return a.neq(b) ? bigInt(1) : bigInt(0);
     }
 
+    div(a, b) {
+        return a.mul(b.modInv(this.p)).mod(this.p);
+    }
+
+    idiv(a, b) {
+        return a.divide(b);
+    }
+
+    mod(a, b) {
+        return a.mod(b);
+    }
+
 };
 

test/basiccases.js

@@ -6,12 +6,37 @@ const c_tester = require("../index.js").c_tester;
 const __P__ = new bigInt("21888242871839275222246405745257275088548364400416034343698204186575808495617");
 
 
+function normalize(o) {
+    if ((typeof(o) == "bigint") || o.isZero !== undefined)  {
+        const res = bigInt(o);
+        return norm(res);
+    } else if (Array.isArray(o)) {
+        return o.map(normalize);
+    } else if (typeof o == "object") {
+        const res = {};
+        for (let k in o) {
+            res[k] = normalize(o[k]);
+        }
+        return res;
+    } else {
+        const res = bigInt(o);
+        return norm(res);
+    }
+
+    function norm(n) {
+        let res = n.mod(__P__);
+        if (res.isNegative()) res = __P__.add(res);
+        return res;
+    }
+}
+
+
 async function doTest(circuit, testVectors) {
     const cir = await c_tester(path.join(__dirname, "circuits", circuit));
 
     for (let i=0; i<testVectors.length; i++) {
-        const w = await cir.calculateWitness(testVectors[i][0]);
+        const w = await cir.calculateWitness(normalize(testVectors[i][0]));
-        await cir.assertOut(w, testVectors[i][1] );
+        await cir.assertOut(w, normalize(testVectors[i][1]) );
     }
 
     await cir.release();
@@ -129,4 +154,52 @@ describe("basic cases", function () {
             ]
         );
     });
+    it("inc", async () => {
+        await doTest(
+            "inc.circom",
+            [
+                [{in: 0}, {out: [5, 2]}],
+                [{in: 1}, {out: [6, 4]}],
+                [{in: 2}, {out: [7, 6]}],
+                [{in: 3}, {out: [8, 8]}],
+                [{in: __P__.minus(2)}, {out: [3,__P__.minus(2)]}],
+            ]
+        );
+    });
+    it("dec", async () => {
+        await doTest(
+            "dec.circom",
+            [
+                [{in: 0}, {out: [1, __P__.minus(2)]}],
+                [{in: 1}, {out: [2, 0]}],
+                [{in: 2}, {out: [3, 2]}],
+                [{in: 3}, {out: [4, 4]}],
+                [{in: __P__.minus(2)}, {out: [__P__.minus(1),__P__.minus(6)]}],
+            ]
+        );
+    });
+    it("ops", async () => {
+        await doTest(
+            "ops.circom",
+            [
+                [{in: [-2, 2]}, {add:  0, sub: -4, mul: -4}],
+                [{in: [-1, 1]}, {add:  0, sub: -2, mul: -1}],
+                [{in: [ 0, 0]}, {add:  0, sub:  0, mul:  0}],
+                [{in: [ 1,-1]}, {add:  0, sub:  2, mul: -1}],
+                [{in: [ 2,-2]}, {add:  0, sub:  4, mul: -4}],
+                [{in: [-2,-3]}, {add: -5, sub:  1, mul:  6}],
+                [{in: [ 2, 3]}, {add:  5, sub: -1, mul:  6}],
+            ]
+        );
+    });
+    it("ops2", async () => {
+        await doTest(
+            "ops2.circom",
+            [
+                [{in: [-2, 2]}, {div: -1, idiv: bigInt("10944121435919637611123202872628637544274182200208017171849102093287904247807"), mod: 1}],
+                [{in: [-1, 1]}, {div: -1, idiv: -1, mod: 0}],
+                [{in: [ 1,-1]}, {div: -1, idiv: 0, mod: 1}],
+            ]
+        );
+    });
 });

test/circuits/dec.circom

@@ -0,0 +1,23 @@
+template Main() {
+    signal input in;
+    signal output out[2];
+
+// First play with variables;
+
+    var c = 3;
+    var d = c--;    // d --> 3
+    var e = --c;    // e --> 1
+
+    out[0] <== in + e;   // in + 1
+
+// Then play with signals
+
+    c = in;
+    d = c--;            //d <-- in;
+    e = --c;            // d <-- in-2
+
+    out[1] <== in + e;    // 2*in -2
+
+}
+
+component main = Main();

test/circuits/inc.circom

@@ -0,0 +1,24 @@
+template Main() {
+    signal input in;
+    signal output out[2];
+
+// First play with variables;
+
+    var c = 3;
+    var d = c++;    // d --> 3
+    var e = ++c;    // e --> 5
+
+    out[0] <== in + e;   // in + 5
+
+// Then play with signals
+
+    c = in;
+    d = c++;            //d <-- in;
+    e = ++c;            // d <-- in+2
+
+    out[1] <== in + e;    // 2*in +2
+
+}
+
+component main = Main();
+

test/circuits/ops.circom

@@ -0,0 +1,12 @@
+template Ops() {
+    signal input in[2];
+    signal output add;
+    signal output sub;
+    signal output mul;
+
+    add <-- in[0] + in[1];
+    sub <-- in[0] - in[1];
+    mul <-- in[0] * in[1];
+}
+
+component main = Ops();

test/circuits/ops2.circom

@@ -0,0 +1,12 @@
+template Ops2() {
+    signal input in[2];
+    signal output div;
+    signal output idiv;
+    signal output mod;
+
+    div  <-- in[0] / in[1];
+    idiv <-- in[0] \ in[1];
+    mod  <-- in[0] % in[1];
+}
+
+component main = Ops2();