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Dirac Delta as an approximation of Normal Distribution 5 лет назад


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Dirac Delta as an approximation of Normal Distribution

Dirac Delta Function is a unique mathematical function that has a value of infinity at one point, lets say x=0 and zero everywhere else. This function can be approximated by a normal distribution. The normal distribution which is also known as a Gaussian function, is a very common mathematical function that has applications in many physical situations. Its shape is determined by its standard deviation. The normal distribution approximates a dirac delta function when the standard deviation approaches zero. ▱▱▱▱▱▱▱▱▱▱▱▱▱▱▱▱▱▱▱ Support💖  / dibyajyotidas   Donate🤝🏻https://paypal.me/FortheLoveofPhysics Telegram - https://t.me/FortheLoveofPhysicsYT ▱▱▱▱▱▱▱▱▱▱▱▱▱▱▱▱▱▱▱

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