Skip the float fast path when it cannot succeed

parse_float_fast() (Clinger) needs a significand below 2^53, so it always
declines once the mantissa has 17 or more significant digits. convert_number()
called it unconditionally, so those numbers were walked an extra time before
strtod had to run anyway. On streaming input, where scanning is byte-at-a-time
and there is no compensating win, that made canada.json about 6% slower than
develop.

Derive the significant-digit count from token_buffer indices - the digits are
not scanned again - and skip the call when it is guaranteed to decline. Both
scanners pass the offset where the mantissa ends; the count only has to be
corrected for a leading "0", which the JSON grammar admits nowhere else. The
integer path returns before the check, so integer-heavy input is unaffected.

Values are unchanged: this only avoids an attempt that would have failed.
Verified bit-exact against develop over every number in canada.json,
floats.json, signed_ints.json, unsigned_ints.json, small_signed_ints.json,
citm_catalog.json and twitter.json, for both the contiguous and the streaming
scanner.

  parse, streaming     develop    before     after
  canada.json           19.4ms    20.5ms    19.3ms
  floats.json          135.9ms   131.8ms   128.0ms

  parse, contiguous    develop    before     after
  canada.json           15.5ms    12.9ms    11.7ms
  floats.json           98.6ms    69.8ms    66.7ms

Signed-off-by: Niels Lohmann <mail@nlohmann.me>
This commit is contained in:
Niels Lohmann
2026-09-02 22:11:10 +02:00
parent ec266c7b1d
commit b3c6db6dc0
3 changed files with 219 additions and 8 deletions
+84 -4
View File
@@ -1075,6 +1075,12 @@ class lexer : public lexer_base<BasicJsonType>
// changed if minus sign, decimal point, or exponent is read
token_type number_type = token_type::value_unsigned;
// offset just past the last mantissa byte in token_buffer (i.e. the
// index of 'e'/'E', or the whole token when there is no exponent).
// convert_number() uses it to count significant digits; npos means
// "not seen an exponent yet" and is resolved at scan_number_done
std::size_t mantissa_end = std::string::npos;
// state (init): we just found out we need to scan a number
switch (current)
{
@@ -1260,6 +1266,9 @@ scan_number_decimal2:
scan_number_exponent:
// we just parsed an exponent
number_type = token_type::value_float;
// this label is reached only right after the 'e'/'E' was appended (from
// the zero, any1, and decimal2 states), so the mantissa ends before it
mantissa_end = token_buffer.size() - 1;
switch (get())
{
case '+':
@@ -1346,7 +1355,13 @@ scan_number_done:
// we are done scanning a number)
unget();
return convert_number(number_type);
// no exponent was scanned: the mantissa spans the whole token
if (mantissa_end == std::string::npos)
{
mantissa_end = token_buffer.size();
}
return convert_number(number_type, mantissa_end);
}
/*!
@@ -1380,6 +1395,59 @@ scan_number_done:
return token_type::uninitialized;
}
/*!
@brief check whether Clinger's fast path can still succeed for this token
parse_float_fast() needs a significand below 2^53. A mantissa with 17 or
more significant digits is at least 10^16 and therefore always exceeds it,
so calling the fast path would walk the token one extra time only to
decline before strtod has to run anyway.
Significant digits are the mantissa's digits from the first nonzero one on;
the sign, the decimal point, leading zeros, and the exponent do not count.
The answer is derived from indices - the digits are not scanned again - so
this stays off the hot path of the number scanners.
@param[in] mantissa_end offset just past the last mantissa byte in
token_buffer
@return false if parse_float_fast() is guaranteed to decline
*/
bool mantissa_fits_clinger(std::size_t mantissa_end) const
{
// 10^16 already exceeds 2^53, so 17 digits can never fit
constexpr std::size_t limit = 17;
const std::size_t neg = (!token_buffer.empty() && token_buffer[0] == '-') ? 1u : 0u;
const std::size_t has_dot = (decimal_point_position != std::string::npos) ? 1u : 0u;
// the JSON grammar restricts the integer part to "0" or [1-9][0-9]*, so
// a leading zero can only be a lone "0", which is not significant
const std::size_t lead_zero = (token_buffer[neg] == '0') ? 1u : 0u;
JSON_ASSERT(mantissa_end >= neg + has_dot + lead_zero);
std::size_t digits = mantissa_end - neg - has_dot - lead_zero;
if (JSON_HEDLEY_LIKELY(digits < limit))
{
return true;
}
// Only a number below 1 can carry further insignificant zeros, and only
// while the count stays at the limit does removing them change the
// answer - so this loop is skipped for all but a few tokens. Note
// token_buffer holds the locale's decimal point, so the fraction is
// located through decimal_point_position rather than by searching '.'.
if (lead_zero != 0)
{
JSON_ASSERT(has_dot != 0); // an integer "0" cannot reach the limit
for (std::size_t i = decimal_point_position + 1;
digits >= limit && i < mantissa_end && token_buffer[i] == '0'; ++i)
{
--digits;
}
}
return digits < limit;
}
/*!
@brief convert the number text in token_buffer to its value and token type
@@ -1388,8 +1456,14 @@ scan_number_done:
locale decimal point in place of '.'. Integers are parsed first and fall
back to floating point on overflow. This is shared so both scanners produce
identical results.
@param[in] mantissa_end offset just past the last mantissa byte in
token_buffer (the index of 'e'/'E', or
token_buffer.size() when there is no exponent);
used to skip Clinger's fast path when it cannot
possibly succeed - see mantissa_fits_clinger()
*/
token_type convert_number(token_type number_type)
token_type convert_number(token_type number_type, std::size_t mantissa_end)
{
const char* const num_begin = token_buffer.data();
const char* const num_end = num_begin + token_buffer.size();
@@ -1412,7 +1486,11 @@ scan_number_done:
{
return token_type::value_float;
}
if (parse_float_fast(num_begin, num_end, decimal_point_char, value_float))
// Skipping a fast path that cannot succeed is lossless and saves a full
// extra pass over the token's bytes, which otherwise shows up on
// high-precision inputs such as canada.json
if (mantissa_fits_clinger(mantissa_end)
&& parse_float_fast(num_begin, num_end, decimal_point_char, value_float))
{
return token_type::value_float;
}
@@ -1498,6 +1576,8 @@ scan_number_done:
++i;
}
}
// the mantissa ends here, whether or not an exponent part follows
const std::size_t mantissa_end = i;
if (i < avail && (data[i] == 'e' || data[i] == 'E'))
{
number_type = token_type::value_float;
@@ -1560,7 +1640,7 @@ scan_number_done:
position.chars_read_total += (len - 1);
position.chars_read_current_line += (len - 1);
return convert_number(number_type);
return convert_number(number_type, mantissa_end);
}
/// contiguous input: try the number fast path, else the byte-path scanner
+84 -4
View File
@@ -9450,6 +9450,12 @@ class lexer : public lexer_base<BasicJsonType>
// changed if minus sign, decimal point, or exponent is read
token_type number_type = token_type::value_unsigned;
// offset just past the last mantissa byte in token_buffer (i.e. the
// index of 'e'/'E', or the whole token when there is no exponent).
// convert_number() uses it to count significant digits; npos means
// "not seen an exponent yet" and is resolved at scan_number_done
std::size_t mantissa_end = std::string::npos;
// state (init): we just found out we need to scan a number
switch (current)
{
@@ -9635,6 +9641,9 @@ scan_number_decimal2:
scan_number_exponent:
// we just parsed an exponent
number_type = token_type::value_float;
// this label is reached only right after the 'e'/'E' was appended (from
// the zero, any1, and decimal2 states), so the mantissa ends before it
mantissa_end = token_buffer.size() - 1;
switch (get())
{
case '+':
@@ -9721,7 +9730,13 @@ scan_number_done:
// we are done scanning a number)
unget();
return convert_number(number_type);
// no exponent was scanned: the mantissa spans the whole token
if (mantissa_end == std::string::npos)
{
mantissa_end = token_buffer.size();
}
return convert_number(number_type, mantissa_end);
}
/*!
@@ -9755,6 +9770,59 @@ scan_number_done:
return token_type::uninitialized;
}
/*!
@brief check whether Clinger's fast path can still succeed for this token
parse_float_fast() needs a significand below 2^53. A mantissa with 17 or
more significant digits is at least 10^16 and therefore always exceeds it,
so calling the fast path would walk the token one extra time only to
decline before strtod has to run anyway.
Significant digits are the mantissa's digits from the first nonzero one on;
the sign, the decimal point, leading zeros, and the exponent do not count.
The answer is derived from indices - the digits are not scanned again - so
this stays off the hot path of the number scanners.
@param[in] mantissa_end offset just past the last mantissa byte in
token_buffer
@return false if parse_float_fast() is guaranteed to decline
*/
bool mantissa_fits_clinger(std::size_t mantissa_end) const
{
// 10^16 already exceeds 2^53, so 17 digits can never fit
constexpr std::size_t limit = 17;
const std::size_t neg = (!token_buffer.empty() && token_buffer[0] == '-') ? 1u : 0u;
const std::size_t has_dot = (decimal_point_position != std::string::npos) ? 1u : 0u;
// the JSON grammar restricts the integer part to "0" or [1-9][0-9]*, so
// a leading zero can only be a lone "0", which is not significant
const std::size_t lead_zero = (token_buffer[neg] == '0') ? 1u : 0u;
JSON_ASSERT(mantissa_end >= neg + has_dot + lead_zero);
std::size_t digits = mantissa_end - neg - has_dot - lead_zero;
if (JSON_HEDLEY_LIKELY(digits < limit))
{
return true;
}
// Only a number below 1 can carry further insignificant zeros, and only
// while the count stays at the limit does removing them change the
// answer - so this loop is skipped for all but a few tokens. Note
// token_buffer holds the locale's decimal point, so the fraction is
// located through decimal_point_position rather than by searching '.'.
if (lead_zero != 0)
{
JSON_ASSERT(has_dot != 0); // an integer "0" cannot reach the limit
for (std::size_t i = decimal_point_position + 1;
digits >= limit && i < mantissa_end && token_buffer[i] == '0'; ++i)
{
--digits;
}
}
return digits < limit;
}
/*!
@brief convert the number text in token_buffer to its value and token type
@@ -9763,8 +9831,14 @@ scan_number_done:
locale decimal point in place of '.'. Integers are parsed first and fall
back to floating point on overflow. This is shared so both scanners produce
identical results.
@param[in] mantissa_end offset just past the last mantissa byte in
token_buffer (the index of 'e'/'E', or
token_buffer.size() when there is no exponent);
used to skip Clinger's fast path when it cannot
possibly succeed - see mantissa_fits_clinger()
*/
token_type convert_number(token_type number_type)
token_type convert_number(token_type number_type, std::size_t mantissa_end)
{
const char* const num_begin = token_buffer.data();
const char* const num_end = num_begin + token_buffer.size();
@@ -9787,7 +9861,11 @@ scan_number_done:
{
return token_type::value_float;
}
if (parse_float_fast(num_begin, num_end, decimal_point_char, value_float))
// Skipping a fast path that cannot succeed is lossless and saves a full
// extra pass over the token's bytes, which otherwise shows up on
// high-precision inputs such as canada.json
if (mantissa_fits_clinger(mantissa_end)
&& parse_float_fast(num_begin, num_end, decimal_point_char, value_float))
{
return token_type::value_float;
}
@@ -9873,6 +9951,8 @@ scan_number_done:
++i;
}
}
// the mantissa ends here, whether or not an exponent part follows
const std::size_t mantissa_end = i;
if (i < avail && (data[i] == 'e' || data[i] == 'E'))
{
number_type = token_type::value_float;
@@ -9935,7 +10015,7 @@ scan_number_done:
position.chars_read_total += (len - 1);
position.chars_read_current_line += (len - 1);
return convert_number(number_type);
return convert_number(number_type, mantissa_end);
}
/// contiguous input: try the number fast path, else the byte-path scanner
+51
View File
@@ -12,6 +12,7 @@
#include <nlohmann/json.hpp>
using nlohmann::json;
#include <cstdlib> // strtod
#include <sstream> // stringstream
#include <string> // string
#include <vector> // vector
@@ -273,6 +274,56 @@ TEST_CASE("lexer number fast path")
}
}
SECTION("significant-digit gate for the Clinger fast path")
{
// Clinger's fast path needs a significand below 2^53, so it cannot
// succeed once the mantissa has 17 or more significant digits (the
// significand would be at least 10^16). The lexer skips the attempt
// there. That is only allowed to save work: every value must still come
// out bit-exactly, and both scanners must agree. In particular the gate
// must not fire for tokens whose leading zeros merely look like extra
// digits - "0.1234567890123456" has 16 significant digits, not 17.
const std::vector<std::string> numbers =
{
"1234567890123456", // 16 significant digits
"12345678901234567", // 17 -> attempt skipped
"123456789012345678", // 18 -> attempt skipped
"0.1234567890123456", // 16: the leading "0" is not significant
"0.12345678901234567", // 17
"0.00000000000000001", // 1, in a long token
"0.000000000000000012345678901234", // 14, in a long token
"-0.0000000000000000000001", // 1, negative
"1.0000000000000000", // 17: trailing zeros are significant here
"10000000000000000", // 17
"9007199254740992", // 2^53
"9007199254740993", // 2^53 + 1
"-65.613616999999977", // canada.json shape
"1.2345678901234567e-250", // 17 with an exponent
"1.234567890123456e-250", // 16 with an exponent
"1e10", "0.0", "-0.0", "0e0", "0.000123"
};
for (const auto& n : numbers)
{
CAPTURE(n);
const std::string doc = "[" + n + "]";
const json a = json::parse(doc); // contiguous fast path
std::stringstream ss(doc);
const json b = json::parse(ss); // streaming byte path
CHECK(a[0].type() == b[0].type());
CHECK(a == b);
if (a[0].is_number_float())
{
const double expected = std::strtod(n.c_str(), nullptr);
CHECK(a[0].get<double>() == expected);
CHECK(b[0].get<double>() == expected);
}
}
}
SECTION("token type classification")
{
CHECK((scan_string("0") == json::lexer::token_type::value_unsigned));