undefined behavior in gcd when parameters are minimum values of signed integers

This is being reported to me via a clang-analyzer check, and it refers to the gcd template function in common_factor_rt.hpp

Integer template parameter type is a signed integer, and both parameters ('a' and 'b') are std::numeric_limits\::min.

```
444 template
445 inline BOOST_CXX14_CONSTEXPR Integer gcd(Integer const &a, Integer const &b) BOOST_GCD_NOEXCEPT(Integer)
446 {
447 if(a == (std::numeric_limits::min)())
448 return a == static_cast(0) ? gcd_detail::gcd_traits::abs(b) : boost::integer::gcd(static_cast(a % b), b);
449 else if (b == (std::numeric_limits::min)())
450 return b == static_cast(0) ? gcd_detail::gcd_traits::abs(a) : boost::integer::gcd(a, static_cast(b % a));
451 return gcd_detail::optimal_gcd_select(static_cast(gcd_detail::gcd_traits::abs(a)), static_cast(gcd_detail::gcd_traits::abs(b)));
452 }
```
In the initial invocation, the condition on 447 is true, and the condition on 448 is false. This leads to a recursive call to the function with parameters a=0 and b=std::numeric_limits\::min.

In the recursive call, the condition on 447 is false, the condition on 449 is true, and the condition on 450 is false. Another recursive call is on-deck with a=0 and b=b%a, But a is zero at this point. Anything mod 0 is undefined behavior.

My suggested fix is to check if a and b are the same value at the start of the function, and return a right away.

Start in common_factor_rt.hpp at the gcd template around lines 444-451 and reproduce the call with both signed parameters set to std::numeric_limits::min(). Trace the recursive path and verify that the minimum-value case no longer reaches modulo by zero. Add or update regression coverage if the repository provides a relevant gcd test location.

索引モデルが issue の本文から書いたものです。