The reciprocal of this value is the limiting probability in the hat-check problem, and this value is taken to the power of "minus x squared" in the standard error function.
The reciprocal of this value is the limiting probability in the hat-check problem, and this value is taken to the power of "minus x squared" in the standard error function. A function that uses this number has Taylor series entries of the form (*) "x to the n over n factorial," and according to Euler's identity, this number raised to "i times pi" plus one equals zero. This number is equal to the nth power of the quantity "One plus one over n" as n goes to infinity, and this number to the power x is the exponential function. For 10 points, give this number roughly equal to 2.718 that forms the base of the natural logarithm.
The reciprocal of this value is the limiting probability in the hat-check problem, and this value is taken to the power of "minus x squared" in the standard error function.
e (accept Napier’s constant or Euler’s number; do not accept Euler’s constant, as that’s actually something else)