def survivability_mult(surv):
"""
Parameters
----------
surv : int, float
Amount of survivability.
Returns
-------
float
"""
return SpecialStats.special_stat_multiplier(surv, 8e-4)
def dominance_mult_diff(cls, dom):
"""
Parameters
----------
dom : int, float
Amount of dominance.
Returns
-------
float
"""
return SpecialStats.special_stat_multiplier_diff(
dom, cls.dominance_coefficient)
def _analytical_solution_check(self, lb, ub):
n = self.stats_number()
th = SpecialStats.get_diminishing_threshold()
if lb is not None:
for i in range(n):
if self.stats[i] < lb[i] - EPSILON:
return False
if ub is not None:
for i in range(n):
if self.stats[i] > ub[i] + EPSILON:
return False
if self.fortune > th + EPSILON or self.dominance > th + EPSILON:
return False
return True
def crit_chance_diff(fort):
"""
Calculates the derivative of the crit chance.
Parameters
----------
fort : int, float
Amount of fortune.
Returns
-------
float
"""
return SpecialStats.special_stat_multiplier_diff(fort, 8e-4)
def crit_chance_calculate(fort):
"""
Calculates the probability (from [0, 1]) of critical damage.
Parameters
----------
fort : int, float
Amount of fortune.
Returns
-------
float
"""
return 8e-4 * SpecialStats.spline(fort) * fort
def instinct_mult(inst):
"""
The multiplier represents the critical damage damage reduction factor.
Parameters
----------
inst : int, float
Amount of instinct.
Returns
-------
float
"""
return SpecialStats.special_stat_multiplier(inst, -4e-4)
def caution_mult(caut):
"""
The multiplier represents damage reduction factor at 40% and less hp.
Parameters
----------
caut : int, float
Amount of caution.
Returns
-------
float
"""
return SpecialStats.special_stat_multiplier(caut, -4e-4)