PROJECT TITLE :

Universal Nonlinear Filtering using Feynman Path Integrals I: The Continuous-Discrete Model with Additive Noise

ABSTRACT:

The continuous-discrete filtering downside needs the solution of a partial differential equation known as the Fokker-Planck-Kolmogorov forward equation (FPKfe). The path integral formula for the basic resolution of the FPKfe is derived and verified for the final additive noise case (i.e., explicitly time-dependent state model and with state-independent rectangular diffusion vielbein). The solution is universal in the sense that the initial distribution could be arbitrary. The practical utility is demonstrated via some examples.


Did you like this research project?

To get this research project Guidelines, Training and Code... Click Here


PROJECT TITLE :A Transition Arm Modular Multilevel Universal Pulse-Waveform Generator for Electro oration Applications - 2017ABSTRACT:High-voltage (HV) pulses are used in electroporation to subject pulsed electrical field (PEF)
PROJECT TITLE :Single-Stage Three-Phase Grid-Tied PV System with Universal Filtering Capability Applied to DG Systems and AC Micro grids - 2017ABSTRACT:This paper proposes a single-stage 3-phase four-wire grid-connected photovoltaic
PROJECT TITLE :Single-Stage Three-Phase Grid-Tied PV System with Universal Filtering Capability Applied to DG Systems and AC Micro grids - 2017ABSTRACT:This paper proposes a single-stage 3-part four-wire grid-connected photovoltaic
PROJECT TITLE : Achieving Secure, Universal, and Fine-Grained Query Results Verification for Secure Search Scheme over Encrypted Cloud Data - 2017 ABSTRACT: Secure search techniques over encrypted cloud knowledge allow an approved
PROJECT TITLE : USE: A Universal, Scalable and Efficient clocking scheme for QCA - 2016 ABSTRACT: Quantum-dot cellular automata (QCA) is an rising technology, conceived in face of nanoscale limitations of CMOS circuits, with

Ready to Complete Your Academic MTech Project Work In Affordable Price ?

Project Enquiry