| 21. | The simplest example of a discrete measure on the real line is the Dirac delta function \ delta.
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| 22. | It represents the response of the circuit to an input voltage consisting of an impulse or Dirac delta function.
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| 23. | The theory of distributions clarifies the ( then ) mysteries of the Dirac delta function and Heaviside step function.
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| 24. | The degree distribution in the case of the ring lattice is just a Dirac delta function centered at K.
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| 25. | The function values along the z-axis of the 3D optical transfer function correspond to the Dirac delta function.
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| 26. | Where \ delta is the Dirac delta function, i . e ., the interaction is a contact interaction.
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| 27. | The usual Dirac delta function be used in some cases, e . g . when the surface is spherical.
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| 28. | An important special case is where ? is a probability measure or, even more specifically, the Dirac delta function.
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| 29. | Is the discrete-time unit impulse function ( cf Dirac delta function which is a continuous-time version ).
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| 30. | It is one way of formalizing the idea of the Dirac delta function, an important tool in physics and engineering.
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