static Value* parseNum(const char** expr) {
Value* ret;
char* end1;
char* end2;
errno = 0;
double dbl = strtod(*expr, &end1);
if(errno != 0 || *expr == end1) {
/* An error occurred (EINVAL, ERANGE) */
end1 = NULL;
}
long long ll = strtoll(*expr, &end2, 10);
if(errno != 0 || *expr == end2) {
/* An error occurred (EINVAL, ERANGE) */
end2 = NULL;
}
if(end1 > end2) {
/* Must be a double because more of the string was parsed as double than long long */
ret = ValReal(dbl);
*expr = end1;
}
else if(end2 != NULL) {
/* Must be an integer */
ret = ValInt(ll);
*expr = end2;
}
else {
/* Both failed to convert the data */
ret = ValErr(badChar(**expr));
}
return ret;
}
Value* Vector_dot(const Vector* vector1, const Vector* vector2, const Context* ctx) {
unsigned count = vector1->vals->count;
if(count != vector2->vals->count && vector2->vals->count != 1) {
/* Both vectors must have the same number of values */
return ValErr(mathError("Vectors must have the same dimensions for dot product."));
}
/* Store the total value of the dot product */
Value* accum = ValInt(0);
unsigned i;
for(i = 0; i < count; i++) {
Value* val2;
if(vector2->vals->count == 1) {
val2 = vector2->vals->args[0];
}
else {
val2 = vector2->vals->args[i];
}
/* accum += v1[i] * val2 */
TP(tp);
accum = TP_EVAL(tp, ctx, "@@+@@*@@",
accum,
Value_copy(vector1->vals->args[i]),
Value_copy(val2));
}
return accum;
}
static Value* eval_abs(const Context* ctx, const ArgList* arglist, bool internal) {
if(arglist->count != 1) {
return ValErr(builtinArgs("abs", 1, arglist->count));
}
Value* val = Value_coerce(arglist->args[0], ctx);
if(val->type == VAL_ERR) {
return val;
}
Value* ret;
switch(val->type) {
case VAL_INT:
ret = ValInt(ABS(val->ival));
break;
case VAL_REAL:
ret = ValReal(ABS(val->rval));
break;
case VAL_FRAC:
ret = ValFrac(Fraction_new(ABS(val->frac->n), val->frac->d));
break;
case VAL_VEC:
ret = Vector_magnitude(val->vec, ctx);
break;
default:
badValType(val->type);
}
Value_free(val);
return ret;
}
static Value* unop_fact(const Context* ctx, const Value* a) {
if(a->type != VAL_INT) {
return ValErr(typeError("Factorial operand must be an integer."));
}
if(a->ival > 20) {
return ValErr(mathError("Factorial operand too large (%lld > 20).", a->ival));
}
return ValInt(fact(a->ival));
}
SCValue* Fraction_eval(SCFraction* self) {
SCFraction* frac = Fraction_copy(self);
Fraction_simplify(frac);
SCValue* ret;
if (frac->denominator == 1) {
ret = ValInt(frac->numerator);
Fraction_free(frac);
} else {
ret = ValFrac(frac);
}
return ret;
}
Value* Value_copy(const Value* val) {
Value* ret;
switch(val->type) {
case VAL_INT:
ret = ValInt(val->ival);
break;
case VAL_REAL:
ret = ValReal(val->rval);
break;
case VAL_FRAC:
ret = ValFrac(Fraction_copy(val->frac));
break;
case VAL_EXPR:
ret = ValExpr(BinOp_copy(val->expr));
break;
case VAL_CALL:
ret = ValCall(FuncCall_copy(val->call));
break;
case VAL_UNARY:
ret = ValUnary(UnOp_copy(val->term));
break;
case VAL_VAR:
ret = ValVar(val->name);
break;
case VAL_VEC:
ret = ValVec(Vector_copy(val->vec));
break;
case VAL_NEG:
/* Shouldn't be reached, but so easy to code */
ret = ValNeg();
break;
case VAL_ERR:
ret = ValErr(Error_copy(val->err));
break;
default:
typeError("Unknown value type: %d.", val->type);
ret = NULL;
break;
}
return ret;
}
static Value* eval_dot(Context* ctx, ArgList* arglist) {
if(arglist->count != 2) {
/* Two vectors are required for a dot product */
return ValErr(builtinArgs("dot", 2, arglist->count));
}
Value* vector1 = Value_eval(arglist->args[0], ctx);
if(vector1->type == VAL_ERR) {
return vector1;
}
Value* vector2 = Value_eval(arglist->args[1], ctx);
if(vector2->type == VAL_ERR) {
Value_free(vector1);
return vector2;
}
if(vector1->type != VAL_VEC || vector2->type != VAL_VEC) {
/* Both values must be vectors */
return ValErr(typeError("Builtin dot expects two vectors."));
}
unsigned count = vector1->vec->vals->count;
if(count != vector2->vec->vals->count) {
/* Both vectors must have the same number of values */
return ValErr(mathError("Vectors must have the same dimensions for dot product."));
}
Value* total = ValInt(0); // store the total value of the dot product
unsigned i;
for(i = 0; i < count; i++) {
/* Multiply v1[i] and v2[i] */
BinOp* mul = BinOp_new(BIN_MUL, Value_copy(vector1->vec->vals->args[i]), Value_copy(vector2->vec->vals->args[i]));
Value* part = BinOp_eval(mul, ctx);
BinOp_free(mul);
/* Accumulate the sum for all products */
BinOp* add = BinOp_new(BIN_ADD, part, total);
total = BinOp_eval(add, ctx);
BinOp_free(add);
}
return total;
}
SCExpression* Fraction_asExpression(SCFraction* self) {
return Expression_new(kExpressionDivide, ValInt(self->numerator), ValInt(self->denominator));
}
Value* Value_parse(const char** expr, char sep, char end, parser_cb* cb) {
Value* val;
BINTYPE op = BIN_UNK;
BinOp* tree = NULL;
BinOp* prev;
while(1) {
/* Get next value */
val = Value_next(expr, end, cb);
/* Error parsing next value? */
if(val->type == VAL_ERR) {
if(tree) {
BinOp_free(tree);
}
return val;
}
/* End of input? */
if(val->type == VAL_END) {
if(tree) {
BinOp_free(tree);
}
return val;
}
/* Special case: negative value */
if(val->type == VAL_NEG) {
Value_free(val);
BinOp* cur = BinOp_new(BIN_MUL, ValInt(-1), NULL);
if(tree) {
prev->b = ValExpr(cur);
}
else {
tree = cur;
}
prev = cur;
continue;
}
/* Get next operator if it exists */
op = BinOp_nextType(expr, sep, end);
/* Invalid operator? Return syntax error */
if(op == BIN_UNK) {
/* Exit gracefully and return error */
if(tree) {
BinOp_free(tree);
}
Value_free(val);
return ValErr(badChar(**expr));
}
/* End of the statement? */
else if(op == BIN_END) {
/* Only skip end character if there's only one value to parse */
if(!sep && **expr && **expr == end) {
(*expr)++;
}
/* If there was only one value, return it */
if(!tree) {
return val;
}
/* Otherwise, place the final value into the tree and break out of the parse loop */
prev->b = val;
break;
}
/* Tree not yet begun? Initialize it! */
if(tree == NULL) {
tree = BinOp_new(op, val, NULL);
prev = tree;
}
else {
/* Tree already started, so add to it */
treeAddValue(&tree, &prev, op, val);
}
}
return ValExpr(tree);
}
