Dottorato di Ricerca in Ingegneria dell'Innovazione Tecnologica (السنة الدراسية 2022/2023) - Digital Technologies for Industry 4.0

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لغة المحتوى:إنجليزي

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لائحة دروس الفيديو

• درس رقم 1: The Heun Equations		Artur Ishkhanyan
• درس رقم 2: Derivative Heun Equations		Artur Ishkhanyan
• درس رقم 3: Transformation Of Variables		Artur Ishkhanyan
• درس رقم 4: General Heun Equation		Artur Ishkhanyan
• درس رقم 5: Ordinary Hypergeometric Expansions Of The Solutions Of The General Heun Equation part 1		Artur Ishkhanyan
• درس رقم 6: Ordinary Hypergeometric Expansions Of The Solutions Of The General Heun Equation part 2		Artur Ishkhanyan
• درس رقم 7: Confluent Hypergeometric Expansions Of The Solutions Of the Confluent Heun Equation part 1		Artur Ishkhanyan
• درس رقم 8: Confluent Hypergeometric Expansions Of The Solutions Of the Confluent Heun Equation part 2		Artur Ishkhanyan
• درس رقم 9: Hermite Function Expansions Of The Solutions Of BHE part 1		Artur Ishkhanyan
• درس رقم 10: Hermite Function Expansions Of The Solutions Of BHE part 2		Artur Ishkhanyan
• درس رقم 11: Generalized Hypergeometric Solutions Of The General Heun Equation part 1		Artur Ishkhanyan
• درس رقم 12: Generalized Hypergeometric Solutions Of The General Heun Equation part 2		Artur Ishkhanyan
• درس رقم 13: Generalized Confluent Hypergeometric Solutions Of The Confluent Heun Equation part 1		Artur Ishkhanyan
• درس رقم 14: Generalized Confluent Hypergeometric Solutions Of The Confluent Heun Equation part 2		Artur Ishkhanyan
• درس رقم 15: Heun Function Solutions Of The Schrödinger Equation part 1		Artur Ishkhanyan
• درس رقم 16: Heun Function Solutions Of The Schrödinger Equation part 2		Artur Ishkhanyan
• درس رقم 17: Quantum Two-State Problem: Solutions In Terms Of The Heun Functions		Artur Ishkhanyan
• درس رقم 18: Series Solutions Of Confluent Heun Equations In Terms Of Gamma Functions		Artur Ishkhanyan
• درس رقم 19: Solving Differential Equations With Mathematica Dsolve		Artur Ishkhanyan
• درس رقم 20: Heun Functions in Wolfram Language		Artur Ishkhanyan

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Dottorato di Ricerca in Ingegneria dell'Innovazione Tecnologica (السنة الدراسية 2022/2023) - Digital Technologies for Industry 4.0

Equazioni differenziali ordinarie