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if you use in integrand functions with accuracy lower than the default for the calculator, then adjust desired uncertainty value.
Если вы используете в подинтегральном действуете с точностью более низкой чем, то невыполнение обязательства для чалькулятора, тогда регулирует пожеланное значение неопределенности.
if you use in integrand functions with accuracy lower than the default for the calculator, then adjust desired uncertainty value. the convergence of algorithm is not guaranteed for all functions and all intervals of integration.
Если вы используете в подинтегральном действуете с точностью более низкой чем, то невыполнение обязательства для калькулятора, тогда регулирует пожеланное значение неопределенности.
but if interval of integration is too big or the integrand function has singularities at end-points then the algorithm cannot reach precision 15 digits. rough estimation of calculation error is given in text-box uncertainty.
Но если интервал внедрения слишком большой или, то функция подинтегрального имеет сингулярности на end-points после этого, котор алгоритм не может достигнуть точность 15 чисел. Грубая оценка ошибки вычисления уступана неопределенность text-box.
":formula_46:formula_47:formula_48:formula_49:formula_50== integrands involving only cosecant ==:formula_51:formula_52:formula_53:formula_54:formula_55== integrands involving only cotangent ==:formula_56: formula_57: formula_58: formula_59== integrands involving both sine and cosine ==: formula_60: formula_61: formula_62: formula_63: formula_64: formula_65: formula_66: formula_67: formula_68: formula_69: formula_70: formula_71: formula_72: formula_73: formula_74: formula_75: also: formula_76: formula_77: formula_78: formula_79: formula_80: formula_81: formula_82: formula_83: formula_84: also: formula_85: also: formula_86: formula_87: formula_88: formula_89: formula_90: also: formula_91: also: formula_92== integrands involving both sine and tangent ==: formula_93: formula_94== integrand involving both cosine and tangent ==: formula_95== integrand involving both sine and cotangent ==: formula_96== integrand involving both cosine and cotangent ==: formula_97== integrand involving both secant and tangent ==: formula_98==integrals in a quarter period==: formula_99== integrals with symmetric limits ==: formula_100: formula_101: formula_102: formula_103: formula_104== integral over a full circle==: formula_105==see also==*trigonometric integral==references==
: formula_2: formula_3: formula_4: formula_5: formula_6: formula_7: formula_8: formula_9: formula_10: formula_11: formula_12: formula_13: formula_14: formula_15: formula_16: formula_17: formula_18: formula_19: formula_20: formula_21: formula_22: formula_23: formula_24: formula_25: formula_26: formula_27: formula_28: formula_29: formula_30: formula_31: formula_32: formula_33: formula_34: formula_35: formula_36: formula_37: formula_38: formula_39: formula_40:formula_41:formula_42:formula_43:formula_44:formula_45: formula_46: formula_47: formula_48: formula_49: formula_50: formula_51: formula_52: formula_53: formula_54: formula_55: formula_56: formula_57: formula_58: formula_59: formula_60: formula_61: formula_62: formula_63: formula_64: formula_65:formula_66: formula_67: formula_68: formula_69: formula_70: formula_71: formula_72: formula_73: formula_74:formula_75:formula_76: formula_77: formula_78: formula_79: formula_80:formula_81:formula_82: formula_83: formula_84: formula_85: formula_86: formula_87: formula_88
