Faculty of Science and Technology www.aru.ac.uk/ariti Anglia Ruskin IT Research Institute (ARITI) Nauman Aslam Bayesian Inference in Waveform Signals based.

Slides:



Advertisements
Similar presentations
Model checking in mixture models via mixed predictive p-values Alex Lewin and Sylvia Richardson, Centre for Biostatistics, Imperial College, London Mixed.
Advertisements

Tuning of Model Predictive Controllers Using Fuzzy Logic Emad Ali King Saud University Saudi Arabia.
Insert Date HereSlide 1 Using Derivative and Integral Information in the Statistical Analysis of Computer Models Gemma Stephenson March 2007.
Probabilistic models Haixu Tang School of Informatics.
Biological Modeling of Neural Networks: Week 9 – Coding and Decoding Wulfram Gerstner EPFL, Lausanne, Switzerland 9.1 What is a good neuron model? - Models.
.. . Parameter Estimation using likelihood functions Tutorial #1 This class has been cut and slightly edited from Nir Friedman’s full course of 12 lectures.
Using Probabilistic Finite Automata to Simulate Hourly series of GLOBAL RADIATION. Mora-Lopez M. Sidrach-de-Cardona Shah Jayesh Valentino Crespi CS-594.
Introduction: Neurons and the Problem of Neural Coding Laboratory of Computational Neuroscience, LCN, CH 1015 Lausanne Swiss Federal Institute of Technology.
Bioeng 376 / Bioph 317 / Neuro 317 / Physl 317M. Nelson, Spring 2004 Dayan and Abbott, 2001.
The University of Manchester Introducción al análisis del código neuronal con métodos de la teoría de la información Dr Marcelo A Montemurro
Parameter Estimation using likelihood functions Tutorial #1
Bayesian Nonparametric Matrix Factorization for Recorded Music Reading Group Presenter: Shujie Hou Cognitive Radio Institute Friday, October 15, 2010 Authors:
Yanxin Shi 1, Fan Guo 1, Wei Wu 2, Eric P. Xing 1 GIMscan: A New Statistical Method for Analyzing Whole-Genome Array CGH Data RECOMB 2007 Presentation.
World Statistics Day Statisical Modelling of Complex Systems Jouko Lampinen Finnish Centre of Excellence in Computational Complex Systems Research.
Lecture 5: Learning models using EM
This presentation has been cut and slightly edited from Nir Friedman’s full course of 12 lectures which is available at Changes.
CSE 221: Probabilistic Analysis of Computer Systems Topics covered: Statistical inference (Sec. )
Descriptive statistics Experiment  Data  Sample Statistics Experiment  Data  Sample Statistics Sample mean Sample mean Sample variance Sample variance.
CSE 221: Probabilistic Analysis of Computer Systems Topics covered: Statistical inference.
. PGM: Tirgul 10 Parameter Learning and Priors. 2 Why learning? Knowledge acquisition bottleneck u Knowledge acquisition is an expensive process u Often.
Baysian Approaches Kun Guo, PhD Reader in Cognitive Neuroscience School of Psychology University of Lincoln Quantitative Methods 2011.
Thanks to Nir Friedman, HU
Modeling fMRI data generated by overlapping cognitive processes with unknown onsets using Hidden Process Models Rebecca A. Hutchinson (1) Tom M. Mitchell.
CSE 221: Probabilistic Analysis of Computer Systems Topics covered: Statistical inference.
Rician Noise Removal in Diffusion Tensor MRI
Jeff Howbert Introduction to Machine Learning Winter Classification Bayesian Classifiers.
Neural Decoding: Model and Algorithm for Evidence Accumulator Inference Thomas Desautels University College London Gatsby Computational Neuroscience Group.
Biological Modeling of Neural Networks: Week 15 – Population Dynamics: The Integral –Equation Approach Wulfram Gerstner EPFL, Lausanne, Switzerland 15.1.
6 am 11 am 5 pm Fig. 5: Population density estimates using the aggregated Markov chains. Colour scale represents people per km. Population Activity Estimation.
AP STATISTICS “Do Cell Phones Distract Drivers?”.
Matlab -based Scope Automation and data analysis SW 29/05/2012 Presents by- Abed Mahmoud & Hasan Natoor Supervisor– Avi Biran.
Introduction to MCMC and BUGS. Computational problems More parameters -> even more parameter combinations Exact computation and grid approximation become.
Prof. Dr. S. K. Bhattacharjee Department of Statistics University of Rajshahi.
Bayesian inference review Objective –estimate unknown parameter  based on observations y. Result is given by probability distribution. Bayesian inference.
Estimating parameters in a statistical model Likelihood and Maximum likelihood estimation Bayesian point estimates Maximum a posteriori point.
STUDY, MODEL & INTERFACE WITH MOTOR CORTEX Presented by - Waseem Khatri.
Kansas State University Department of Computing and Information Sciences CIS 730: Introduction to Artificial Intelligence Lecture 25 Wednesday, 20 October.
Computer Science, Software Engineering & Robotics Workshop, FGCU, April 27-28, 2012 Fault Prediction with Particle Filters by David Hatfield mentors: Dr.
Bayesian Hypothesis Testing for Proportions Antonio Nieto / Sonia Extremera / Javier Gómez PhUSE Annual Conference, 9th-12th Oct 2011, Brighton UK.
CS 782 – Machine Learning Lecture 4 Linear Models for Classification  Probabilistic generative models  Probabilistic discriminative models.
Encoding/Decoding of Arm Kinematics from Simultaneously Recorded MI Neurons Y. Gao, E. Bienenstock, M. Black, S.Shoham, M.Serruya, J. Donoghue Brown Univ.,
Computing & Information Sciences Kansas State University Wednesday, 22 Oct 2008CIS 530 / 730: Artificial Intelligence Lecture 22 of 42 Wednesday, 22 October.
Sample variance and sample error We learned recently how to determine the sample variance using the sample mean. How do we translate this to an unbiased.
Bayesian Classification. Bayesian Classification: Why? A statistical classifier: performs probabilistic prediction, i.e., predicts class membership probabilities.
10 December, 2008 CIMCA2008 (Vienna) 1 Statistical Inferences by Gaussian Markov Random Fields on Complex Networks Kazuyuki Tanaka, Takafumi Usui, Muneki.
CaliBayes and BASIS: e-Science applications for Systems Biology research Yuhui Chen Institute for Ageing and Health Centre for Integrated Systems Biology.
1 Bayesian Essentials Slides by Peter Rossi and David Madigan.
- 1 - Overall procedure of validation Calibration Validation Figure 12.4 Validation, calibration, and prediction (Oberkampf and Barone, 2004 ). Model accuracy.
Neuronal Dynamics: Computational Neuroscience of Single Neurons
6. Population Codes Presented by Rhee, Je-Keun © 2008, SNU Biointelligence Lab,
The Uniform Prior and the Laplace Correction Supplemental Material not on exam.
1 Impact of Sample Estimate Rounding on Accuracy ERCOT Load Profiling Department May 22, 2007.
Outline Historical note about Bayes’ rule Bayesian updating for probability density functions –Salary offer estimate Coin trials example Reading material:
Canadian Bioinformatics Workshops
Bayesian Inference: Multiple Parameters
Figure Legend: From: Bayesian inference for psychometric functions
ICS 280 Learning in Graphical Models
CSCI 5822 Probabilistic Models of Human and Machine Learning
OVERVIEW OF BAYESIAN INFERENCE: PART 1
More about Posterior Distributions
A Short Tutorial on Causal Network Modeling and Discovery
Classification Trees for Privacy in Sample Surveys
Robust Full Bayesian Learning for Neural Networks
Inference of Environmental Factor-Microbe and Microbe-Microbe Associations from Metagenomic Data Using a Hierarchical Bayesian Statistical Model  Yuqing.
CS639: Data Management for Data Science
Volume 58, Issue 1, Pages (April 2008)
Volume 110, Issue 1, Pages (January 2016)
Inference Concepts 1-Sample Z-Tests.
David Naranjo, Hua Wen, Paul Brehm  Biophysical Journal 
Classical regression review
Presentation transcript:

Faculty of Science and Technology Anglia Ruskin IT Research Institute (ARITI) Nauman Aslam Bayesian Inference in Waveform Signals based on BAYSIG Dr. Kamal AbuHassan Research Fellow in Computational Intelligence Anglia Ruskin IT Research Institute Dr. Kamal AbuHassan Research Fellow in Computational Intelligence Anglia Ruskin IT Research Institute HBP CodeJam#7 11th-14th January 2016, Manchester, UK

Faculty of Science and Technology Anglia Ruskin IT Research Institute (ARITI) BAYSIG  BAYSIG is a new probabilistic modelling language that enhances the expressiveness of statistical models.  It has been invented and developed by Dr Tom Nielsen (Founder of OpenBrain Ltd) and funded by the BBSRC grants to Dr Tom Matheson (University of Leicester).  It allows you to perform Bayesian statistical inference in a variety of models based on different kinds of data.  BAYSIG has an online channel known as BayesHive (  BayesHive has a point-and-click interface to build statistical models and load data.

Faculty of Science and Technology Anglia Ruskin IT Research Institute (ARITI) Bayesian Inference in ECG Models  Using Bayesian inference to estimate parameters from real ECG data.  One aim is to assess the differences in the estimated parameters between healthy subjects and patients with abnormal cardiovascular conditions.

Faculty of Science and Technology Anglia Ruskin IT Research Institute (ARITI) Bayesian Inference in qIF Neuron Model AbuHassan K, Nielsen T, Marra V, Hossain A, Matheson T (in preparation) Parameter Estimation for a Noisy Quadratic Integrate-and-Fire Neuron Model based on Bayesian Inference. ParametersLower limit Upper limit v0v0 -50 mV0 mV v threshold -60 mV0 mV v rest -100 mVv threshold I -50 pA50 pA n 0 mV1 mV The bounding limits for the uniform prior distributions This research employs Bayesian inference to estimate the parameters of a noisy quadratic integrate-and-fire neuron model from synthetic voltage traces. Summarized results from Bayesian inference

Faculty of Science and Technology Anglia Ruskin IT Research Institute (ARITI) Bayesian Inference in qIF Neuron Model AbuHassan K, Nielsen T, Marra V, Hossain A, Matheson T (to be submitted) Parameter Estimation for a Noisy Quadratic Integrate-and-Fire Neuron Model based on Bayesian Inference. Reference data (red) were compared to the simulated data (blue) generated by the model A posterior predictive check (PPC) was used to assess the results of parameter estimation. Sample recording from a regular spiking pyramidal cell responding to in-vivo-like current injection. ( Gerstner and Naud, 2009)

Thank you