Network theory is a theory for analys graphs with theory that represent systems containing discrete objects, with respect to lines between the objects denoting their intersect . Such graphs are commonly used in finance for example, to understand financial flows and inter-connected between central counterparties. Mathematical methods from graph theory can be used to analyse networks.
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Here you can find Hand written Network THEORY
We are covered these topics given below
- Basics
- Network analysis techniques.
- Network Theorems: NetworkTheorem, Norton's Theorem,Superposition Theorem, Maximum Power, Transfer Theorem, Millman's Theorem, Substitution Theorem, Compensation Theorem, Tellegen's Theorem.
- Network graphs & matrices Terminology used in network graph, Formation of Incidence Matrix, Reduced Incidence Matrix.
- Wye-Delta transformation.
- Two port networks: Z, Y, h and transmission parameters.
- Combination of two ports analysis of common two ports.
- Network functions.
- parts of network functions.
- obtaining a network function from a given part.
- Linear constant coefficient differential equations- time domain analysis of RLC circuits.
- Solution of network equations using Laplace transforms-frequency domain analysis of RLC circuits
- 2-port network parameters-driving point & transfer functions.
- State equations for networks.
- Steady state sinusoidal analysis.
- transient response steady state sinusoidal response.
- Transmission criterion: daley and rise time.
- Elmorc's and other definition effect of cascading
- and Remains topic Related Network Theory
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