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GCSE Possitive and Negative Numbers Notes

Simple and easy to understand notes, guaranteed to help you on the run up to your exams.

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The protrait of the lady

This are thw key notes for class 11 chapter 1. If you found them useful please provide likes for it

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Probability theory

For sem 1 bsc course of statistics (part 1)

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Bayesian Statistics

This is an essay about Bayesian Statistics and its course.

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Analytic properties of the electromagnetic Green's function

The electromagnetic Green's function is expressed from the inverse Helmholtz operator, where a second frequency has been introduced as a new degree of freedom. The first frequency results from the frequency decomposition of the electromagnetic field while the second frequency is associated with the dispersion of the dielectric permittivity. Then, it is shown that the electromagnetic Green's function is analytic with respect to these two complex frequencies as soon as they have positive imaginary part. Such analytic properties are also extended to complex wavevectors. Next, Kramers-Kronig expressions for the inverse Helmholtz operator and the electromagnetic Green's function are derived. In addition, these Kramers-Kronig expressions are shown to correspond to the classical eigengenmodes expansion of the Green's function established in simple situations. Finally, the second frequency introduced as a new degree of freedom is exploited to characterize non-dispersive systems.

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Notes linear algerbra 8

Notes linear algerbra 8

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combusten engine

notes is very benificial to prepare the you examination

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IB Physics Topic 6 Notes

Notes for Topic 6 (Circular Motion) of IB Physics.

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Trigonometric Formulaes & Identities

Contains formulas and identities of trigonometry. Must required to solve a trigonometroc equation. For School & College students both

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Important questions for limits and derivatives.

Important questions of limits and derivatives. 3 markers , 4 markers , 6 markers.

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Mathematics

This is a 91-page simplified version of algebraic topology. It's concise and self-explanatory and can used to get in-depth understanding without the need of further assistance. The lecture was delivered by H. Wilton in 2015 at Cambridge University. It is organized such that all sub-topics are tabulated on a table of contents for easy navigation. It is expected that students who use this notes must not have problems with algebraic topology going forward.

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Homogeneous ODEs

Discussing the concept of homogeneous ODEs and understanding them with some examples.

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