integrable function वाक्य
उदाहरण वाक्य
मोबाइल
- In particular, any locally integrable function has a distributional derivative.
- For a given integrable function, consider the function defined by:
- Locally integrable functions play a prominent role in functions of bounded variation.
- Now we will show that a Darboux integrable function satisfies the first definition.
- Suppose is an integrable and square-integrable function.
- This includes the case of improperly Riemann integrable functions.
- Before collapse, the wave function may be any square-integrable function.
- Are given by convolution with integrable functions and have uniformly bounded operator norms.
- He later constructed an example of an integrable function whose Fourier series diverges everywhere.
- Let be a square-integrable function.
- :: : This would almost be the class of Henstock-Kurzweil Integrable functions.
- This transform continues to enjoy many of the properties of the Fourier transform of integrable functions.
- For any integrable function and all set
- In effect, this makes it possible to speak of Fourier transforms of quadratically integrable functions.
- To afford a unitary representation of " G " on square-integrable functions.
- The Hardy Littlewood maximal inequality states that for an integrable function " f ",
- These results remain true for the Henstock Kurzweil integral, which allows a larger class of integrable functions.
- Linearity : If and are Lebesgue integrable functions and and are real numbers, then is Lebesgue integrable and
- This space is isomorphic to the space of Lebesgue integrable functions modulo the subspace of functions with integral zero.
- And found close connections between cube tilings and the spectral theory of square-integrable functions on the cube.
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