Search results “Principal components analysis factor”

Principal Component Analysis and Factor Analysis
https://sites.google.com/site/econometricsacademy/econometrics-models/principal-component-analysis

Views: 82860
econometricsacademy

Watch on Udacity: https://www.udacity.com/course/viewer#!/c-ud262/l-649069103/m-661438544
Check out the full Advanced Operating Systems course for free at: https://www.udacity.com/course/ud262
Georgia Tech online Master's program: https://www.udacity.com/georgia-tech

Views: 252452
Udacity

-Introduction to factor analysis
-Factor analysis vs Principal Component Analysis (PCA) side by side
Read in more details - https://www.udemy.com/principal-component-analysis-pca-and-factor-analysis/?couponCode=GP_TR_1

Views: 6670
Gopal Malakar

NOTE: On April 2, 2018 I updated this video with a new video that goes, step-by-step, through PCA and how it is performed. Check it out!
https://youtu.be/FgakZw6K1QQ
RNA-seq results often contain a PCA or MDS plot. This StatQuest explains how these graphs are generated, how to interpret them, and how to determine if the plot is informative or not. I've got example code (in R) for how to do PCA and extract the most important information from it on the StatQuest website: https://statquest.org/2015/08/13/pca-clearly-explained/
For a complete index of all the StatQuest videos, check out:
https://statquest.org/video-index/
If you'd like to support StatQuest, please consider a StatQuest t-shirt or sweatshirt...
https://teespring.com/stores/statquest
...or buying one or two of my songs (or go large and get a whole album!)
https://joshuastarmer.bandcamp.com/

Views: 364565
StatQuest with Josh Starmer

Principal Component Analysis and Factor Analysis Example
https://sites.google.com/site/econometricsacademy/econometrics-models/principal-component-analysis

Views: 62616
econometricsacademy

Principal Component Analysis and Factor Analysis in R
https://sites.google.com/site/econometricsacademy/econometrics-models/principal-component-analysis

Views: 94501
econometricsacademy

A Webcast to accompany my 'Discovering Statistics Using ....' textbooks. This webcast looks at how to do Factor Analysis on SPSS and interpret the output.

Views: 122689
Andy Field

Principal Component Analysis and Factor Analysis in SAS
https://sites.google.com/site/econometricsacademy/econometrics-models/principal-component-analysis

Views: 21873
econometricsacademy

Determining the efficiency of a number of variables in their ability to measure a single construct.
Link to Monte Carlo calculator: http://www.allenandunwin.com/spss4/further_resources.html Download the file titled MonteCarloPA.zip.

Views: 270589
TheRMUoHP Biostatistics Resource Channel

The main ideas behind PCA are actually super simple and that means it's easy to interpret a PCA plot: Samples that are correlated will cluster together apart from samples that are not correlated with them. In this video, I walk through the ideas so that you will have an intuitive sense of how PCA plots are draw. If you'd like more details, check out my full length PCA video here: https://youtu.be/_UVHneBUBW0
For a complete index of all the StatQuest videos, check out:
https://statquest.org/video-index/
If you'd like to support StatQuest, please consider a StatQuest t-shirt or sweatshirt...
https://teespring.com/stores/statquest
...or buying one or two of my songs (or go large and get a whole album!)
https://joshuastarmer.bandcamp.com/

Views: 62777
StatQuest with Josh Starmer

MIT 18.650 Statistics for Applications, Fall 2016
View the complete course: http://ocw.mit.edu/18-650F16
Instructor: Philippe Rigollet
In this lecture, Prof. Rigollet reviewed linear algebra and talked about multivariate statistics.
License: Creative Commons BY-NC-SA
More information at http://ocw.mit.edu/terms
More courses at http://ocw.mit.edu

Views: 15396
MIT OpenCourseWare

Principal Component Analysis and Factor Analysis in Stata
https://sites.google.com/site/econometricsacademy/econometrics-models/principal-component-analysis

Views: 98359
econometricsacademy

Principal Component Analysis, is one of the most useful data analysis and machine learning methods out there. It can be used to identify patterns in highly complex datasets and it can tell you what variables in your data are the most important. Lastly, it can tell you how accurate your new understanding of the data actually is.
In this video, I go one step at a time through PCA, and the method used to solve it, Singular Value Decomposition. I take it nice and slowly so that the simplicity of the method is revealed and clearly explained.
If you are interested in doing PCA in R see: https://youtu.be/0Jp4gsfOLMs
For a complete index of all the StatQuest videos, check out:
https://statquest.org/video-index/
If you'd like to support StatQuest, please consider a StatQuest t-shirt or sweatshirt...
https://teespring.com/stores/statquest
...or buying one or two of my songs (or go large and get a whole album!)
https://joshuastarmer.bandcamp.com/

Views: 123601
StatQuest with Josh Starmer

For more information, please visit http://web.ics.purdue.edu/~jinsuh/analyticspractice-factor.php.

Views: 804
Jinsuh Lee

This video covers factor (component) loadings in factor analysis.
Click here for free access to all of our videos: https://www.youtube.com/user/statisticsinstructor
(Remember to click on "Subscribe")
factor loadings
component loadings
factor analysis

Views: 6554
Quantitative Specialists

This is the first video in a multipart tutorial on the principal components analysis algorithm. In this video we cover the concept of a basis which is fundamental to understanding PCA.

Views: 15206
algomanic

Principal Component Analysis (PCA) using Python (Scikit-learn)
Step by Step Tutorial: https://towardsdatascience.com/pca-using-python-scikit-learn-e653f8989e60

Views: 25236
Michael Galarnyk

In this video, we look at how to run an exploratory factor analysis (principal components analysis) in SPSS (Part 1 of 6).
Youtube SPSS factor analysis
Principal Component Analysis
YouTube Channel: https://www.youtube.com/user/statisticsinstructor
Subscribe today!
Lifetime access to SPSS videos: http://tinyurl.com/m2532td
Video Transcript: In this video we'll take a look at how to run a factor analysis or more specifically we'll be running a principal components analysis in SPSS. And as we begin here it's important to note, because it can get confusing in the field, that factor analysis is an umbrella term where the whole subject area is known as factor analysis but within that subject there's two types of main analyses that are run. The first type is called principal components analysis and that's what we'll be running in SPSS today. And the other type is known as common factor analysis and you'll see that come up sometimes. But in my experience principal components analysis is the most commonly used procedure and it's also the default procedure in SPSS. And if you look on the screen here you can see there's five variables: SWLS 1, 2 3, 4 and 5. And what these variables are they come from the items of the Satisfaction with Life Scale published by Diener et al. And what people do is they take these five items they respond to the five items where SLWS1 is "In most ways my life is close to my ideal;" and then we have "The conditions of my life are excellent;" "I am satisfied with my life;" "So far I've gotten the important things I want in life;" and then SWLS5 is "If I could live my life over I would change almost nothing." So what happens is the people respond to these five questions or items and for each question they have the following responses, which I've already input here into SPSS value labels: strongly disagree all the way through strongly agree, which gives us a 1 through 7 point scale for each question. So what we want to do here in our principal components analysis is we want to go ahead and analyze these five variables or items and see if we can reduce these five variables or items into one or a few components or factors which explain the relationship among the variables. So let's go ahead and start by running a correlation matrix and what we'll do is we're going to Analyze, Correlate, Bivariate, and then we'll move these five variables over. Go ahead and click OK and then here notice we get the correlation matrix of SWLS1 through SWLS5. So these are all the intercorrelations that we have here. And if we look at this off-diagonal where these ones here are the diagonal. And they're just a one because of variable is correlated with itself so that's always 1.0. And then the off-diagonal here represents the correlations of the items with one another. So for example this .531 here; notice it says in SPSS that the correlation is significant at the .01 level, two tailed. So this here is the correlation between SWLS2 and SLWS1. So all of these in this triangle here indicate the correlation between the different variables or items on the Satisfaction with Life Scale. And what we want to see here in factor analysis which we're about to run is that these variables are correlated with one another and at a minimum significantly so. Because what factor analysis or principal components analysis does is that it analyzes the correlations or relationships between our variables and basically we try to determine a smaller number of variables that can explain these correlations. So notice here we're starting with five variables, SWLS1 through five. Well hopefully in this analysis when we run our factor analysis we'll come out with one component that does a good job of explaining all these correlations here. And one of the key points of factor analysis is it's a data reduction technique. What that means is we enter a certain number of variables, like five in this example, or even 20 or 50 or what have you, and we hope to reduce those variables down to just a few; between one and let's say 5 or 6 is most of the solutions that I see. Now in this case since we have five variables we really want to reduce this down to 1 or 2 at most but 1 would be good in this case. So that's really a key point of factor analysis: we take a number of variables and we try to explain the correlations between those variables through a smaller number of factors or components and by doing that what we do is we get more parsimonious solution, a more succinct solution that explains these variables or relationships. And there's a lot of applications of factor analysis but one of the primary ones is when you're analyzing scales or items on a scale and you want to see how that scale turns out, so how many dimensions or factors doesn't it have to it.

Views: 58612
Quantitative Specialists

Video illustrates use of Principal components analysis in SPSS for the purposes of data reduction. Illustrates how to reduce a set of measured variables to a smaller set of components for inclusion as predictors in a regression analysis. Illustrates use of component scores. Parallel analysis demonstration provided using Parallel analysis engine found at http://ires.ku.edu/~smishra/parallelengine.htm

Views: 9536
Mike Crowson

I demonstrate how to perform a principal components analysis based on some real data that correspond to the percentage discount/premium associated with nine listed investment companies. Based on the results of the PCA, the listed investment companies could be segmented into two largely orthogonal components.

Views: 186648
how2stats

This video demonstrates conducting a factor analysis (principal components analysis) with varimax rotation in SPSS.

Views: 76533
Dr. Todd Grande

analisis faktor PCA with eviews

Views: 13413
xanderputong

Video tutorial on running principal components analysis (PCA) in R with RStudio.
Please view in HD (cog in bottom right corner).
Download the R script here: https://drive.google.com/open?id=1tbiHCdPnptP4SzQVzH1-t5Q1EJ4Y2uBR

Views: 13995
Hefin Rhys

This video provides an overview of Principal components analysis in SPSS as a data reduction technique (keep in mind the assumption is you are working with measured variables that are reasonably treated as continuous). I review basic options in SPSS, as well as discuss strategies for identifying the number of components to retain (including parallel analysis) and naming those factors. I discuss Varimax rotation and Promax rotation, as well as the generation of component scores. Finally, I illustrate how you can use component scores in subsequent analyses such as regression. This is a fairly long video, but it was aimed at being comprehensive! You can perform the same steps I illustrate by downloading the data here ( https://drive.google.com/open?id=1Ds7LXr-_NUP3FYCxcd0kxv9WHowUwGqc ) and following along.
You can go to the site referenced to carry out the parallel analysis here: https://analytics.gonzaga.edu/parallelengine/
The IBM website referencing the KMO measure of sampling adequacy is located here: http://www-01.ibm.com/support/docview.wss?uid=swg21479963
For more instructional videos and other materials on various statistics topics, be sure to my webpages at the links below:
Introductory statistics:
https://sites.google.com/view/statisticsfortherealworldagent/home
Multivariate statistics:
https://sites.google.com/view/statistics-for-the-real-world/home

Views: 865
Mike Crowson

This video demonstrates how conduct an exploratory factor analysis (EFA) in SPSS. The Principal Axis Factoring (PAF) method is used and compared to Principal Components Analysis (PCA).

Views: 12569
Dr. Todd Grande

In this video, we look at how to run an exploratory factor analysis (principal components analysis) in SPSS (Part 2 of 6).
YouTube Channel: https://www.youtube.com/user/statisticsinstructor
Subscribe today!
Video Transcript: to Dimension Reduction. And first of all, notice that name there, dimension reduction. The key here, reduction, we're trying to reduce a certain number of variables or items to a smaller number of factors or components. And we can refer to these as dimensions, so if we have one factor that's a one dimension(al) solution, two factors is a two dimension(al) solution, and so on. Let's go ahead and select Factor. And then here we want to move all our variables over to the right. Go ahead and select Descriptives, and then we'll select Univariate descriptives, to get some univariate descriptive statistics on each of our variables. And I also want to select KMO and Bartlett's test of sphericity. Then we'll click Continue. And then next we go to Extraction and notice here, by default, the method is principal components. And that's what I had mentioned that we're going to run here today. So that's good, we want to leave that selected. But if you are looking for an alternative procedure, you can find a number of them here. Now We're just going to do principal components, which I said earlier, is the most commonly used method of analysis. OK we'll go ahead and leave these defaults, we'll have the Unrotated factor solution displayed, and then I also want to display a Scree plot, which I'll tell you about more in a few minutes. And then let's leave this Extraction default option selected. So notice that the extraction is, based on eigenvalue, where eigenvalues greater than 1 will be retained or extracted. And I will go into that in detail in just a few moments. So go ahead and click Continue. OK Rotations, let's go ahead and look at that. Now I'll go and select Varimax, and we'll see what happens when we run the analysis. But notice here we have five different options. The first thing to note is that there's two key types of rotation, there's Orthogonal rotation, and there's Oblique rotation. Now orthogonal rotation means that your factors or components, if there is more than one, if there's two or more factors or components, they will be uncorrelated. In fact that rotational solution forces them to be uncorrelated. Now oblique, on the other hand, they're rotated in such a way where they're allowed to be correlated. So you'll get solutions where the factors typically will be correlated to some degree. But the oblique rotation allows for the correlation. Now of these rotation procedures in SPSS, Varimax, Quartimax and Equamax are all different types of orthogonal, or uncorrelated rotations, whereas Direct Oblimin and Promax are oblique, or correlated rotations. We'll go and select Varimax in this case. OK go ahead and click Continue. And then that looks good, so go ahead and click OK. And then here we have our analysis, and our first table we'll look at here is the KMO and Bartlett's test. This is sometimes reported, so I want to be sure that you understand what it is here. Bartlett's test the sphericity, that's what we're going to be focusing on. And Bartlett's test of sphericity, notice first of all, that it is significant, it's less than .05. And it approximates a chi-square distribution, so we can consider it chi-square distributed. And what this is testing is, it's actually testing whether this correlation matrix, are these variables, so item 1 with 2, item 1 with 3, item 2 with 3, and so on, this entire triangle are these variables, are they correlated significantly different than zero. But unlike the correlation matrix, it doesn't test each individual correlation separately, but what it does is, in one overall test, it assesses whether these 10 correlations, taken as a group, do they significantly differ from zero. And more precisely, for those who are familiar with matrix algebra, it's testing whether this correlation matrix is significantly different than an identity matrix. An identity matrix just has ones along the main diagonal and zeros in all other places. So in other words, it's a matrix where variables are not correlated whatsoever with each other, but as always, a variable correlates 1.0 with itself. So it has 1s on the main diagonal, 0 everywhere else. And the fact that this is significant, and it's extremely significant, the p-value is very small, it gives us confidence that our variables are significantly correlated. So once again that's testing whether the variables, as a set, does this matrix, does this group of variables, differ significantly from all zeros here, and it definitely does. So that's what that test measures. OK next we have our commonalities, and I'm going to skip over that for a minute, we'll get back to that soon though. Let's go and look at the total variance explained.

Views: 38409
Quantitative Specialists

Video covers
- Overview of Principal Componets Analysis (PCA) and why use PCA as part of your machine learning toolset
- Using princomp function in R to do PCA
- Visually understanding PCA

Views: 68165
Melvin L

Introduction to Origin's Principal Component Analysis tool.

Views: 13029
OriginLab Corp.

Learn how to visualize the relationships between variables and the similarities between observations using Analyse-it for Microsoft Excel.
The tutorial covers the following tasks:
- Understanding the relationship between variables
- Reducing the dimensionality of the data
- Understanding the similarities between observations
For more information and to download the tutorial examples, visit http://analyse-it.com/docs/tutorials/correlation/overview

Views: 66724
Analyse-it

Data Science for Biologists
Dimensionality Reduction: Principal Components Analysis
Part 1
Course Website: data4bio.com
Instructors:
Nathan Kutz: faculty.washington.edu/kutz
Bing Brunton: faculty.washington.edu/bbrunton
Steve Brunton: faculty.washington.edu/sbrunton

Views: 62118
Data4Bio

In this video you will learn Principal Component Analysis using SaS. You will learn how to perform PCA using Proc Factor and Proc Princomp
For Training & Study packs on Analytics/Data Science/Big Data, Contact us at [email protected]
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For details visit: https://docs.google.com/document/d/17N9_Gd-VuDqz9TwV8aSoyoZoFgg17gQyzxNht-P_MZY/edit

Views: 10941
Analytics University

Currell: Scientific Data Analysis. Minitab analysis for Figs 9.6 and 9.7 http://ukcatalogue.oup.com/product/9780198712541.do
© Oxford University Press

Views: 6976
Oxford Academic (Oxford University Press)

In this video you will learn about Principal Component Analysis (PCA) and the main differences with Exploratory Factor Analysis (EFA). Also how to conduct the PCA analysis on SPSS and interpret its results.

Views: 57917
educresem

Applied Multivariate Statistical Modeling by Dr J Maiti,Department of Management, IIT Kharagpur.For more details on NPTEL visit http://nptel.ac.in

Views: 59142
nptelhrd

Quality and Technology group (www.models.life.ku.dk)
LESSONS of CHEMOMETRICS:
Principal Component Analysis (PCA)
Appendix 1: Introductory video with voice
In this video, it is shown how to project samples into the variable space

Views: 17082
QualityAndTechnology

Full lecture: http://bit.ly/PCA-alg
We can find the direction of the greatest variance in our data from the covariance matrix. It is the vector that does not rotate when we multiply it by the covariance matrix. Such vectors are called eigenvectors, and have corresponding eigenvalues. Eigenvectors that have the largest eigenvalues will be the principal components (new dimensions of our data).

Views: 67907
Victor Lavrenko

Currell: Scientific Data Analysis. Minitab analysis for Figs 9.6 and 9.7 http://ukcatalogue.oup.com/product/9780198712541.do
© Oxford University Press

Views: 265485
Oxford Academic (Oxford University Press)

I demonstrate how to perform a principal components analysis based on some real data that correspond to the percentage discount/premium associated with nine listed investment companies. Based on the results of the PCA, the listed investment companies could be segmented into two largely orthogonal components.

Views: 100727
how2stats

Learn how to reduce many variables to a few significant variable combinations, or principal components. See how to create the components on covariances, correlations, or unscaled; examine the contribution of each variable to the related principal component; and save the principal component values to the data table for future analysis.

Views: 9625
JMPSoftwareFromSAS

In this video, we look at how to run an exploratory factor analysis (principal components analysis) in SPSS (Part 3 of 6).
YouTube Channel: https://www.youtube.com/user/statisticsinstructor
Subscribe today!
Video Transcript: we'll also pull up our Scree plot here. These two tables here, the Total Variance Explained and Scree Plot, both deal with what's known as our factor extraction methods. If you recall when we went through SPSS, the options, we left the eigenvalue greater than one rule option selected as the default, but we also selected that a Scree plot be output in our analysis. And these are two of the most commonly used procedures for deciding how many components or factors to retain; how many do you want to keep in our solution. Here for our Total Variance Explained table, notice first of all that we have 5 components in our rows here. And you may be wondering, well wait a second, I thought factor analysis, the whole purpose of it, was to reduce our number of variables into a smaller number of components? And if you are thinking that, you're correct, that is our purpose here. But, as just a matter of definition, it's always the case that the number of variables we input in our analysis, will always be equal to the number of components shown here. So we have five variables input in our analysis, therefore we have 5 rows or 5 components shown here. Now here in our Initial Eigenvalues table, notice that we have these various eigenvalues. So the first one is 3.136 and everything after that is less than 1. Now if you recall our first rule was eigenvalue greater than one rule. So that was, keep the number of factors or components that have eigenvalues greater than one. All other components with eigenvalues less than one, such as these here, we do not keep. If you look at the Extraction Sums of Squared Loadings section of this table, notice that there's only one value here now. And what this means is this is how many components SPSS retained or kept, based on the rule. So since only one component had an eigenvalue greater than one, we only have one component in our solution here. So the results of this rule tells us, or indicates, that we want to have one component. So in other words, we reduce those 5 variables down to one component. Or that one component, from this perspective, does a pretty good job at explaining the relationships between SWLS1 through SWLS5. One way to assess how good of a job this analysis did at explaining the relationships between those variables, is to look at the percent of variance accounted for by the component. And in this example, our one component solution accounted for 62.72% of the variance, or about 63% of variance, which is pretty good in practice. I typically see solutions between 40% and 60% of the variance, in the 40s through 60s, in that range. I don't typically see many solutions with variance higher than 70, and a solution below 40 is not very strong. But that's typically the range that I'll see them in, so I would say that 63% is pretty good in practice. Now an interesting thing here, recall that we had 5 components. If you add up these eigenvalues they will equal to 5, within rounding error. So the sum of the eigenvalues is always equal to the number of components, or put another way, the number of original variables in your analysis. So if I had 10 variables in my analysis here, then these values would sum up to 10. And in fact would be 10 rows in this table. Now since I have 5 variables, I'm going to have 5 components output in my initial solution, and the eigenvalues will sum to 5. And the reason why that's good to know is that if you divide the eigenvalue for our retained component the 3.136/5 you will get exactly .6272 or 62.72% when converted to a percentage. So the percent of variance accounted for is literally the magnitude of the eigenvalue divided by the sum of the eigenvalues, or 5 in this case. OK, so in summary, our eigenvalue greater than one rule indicated that one component should be retained. Next let's look at the Scree plot. So here our Scree plot, notice first of all that on the X-axis, the component number is plotted, so this is the first component, second component, third, and so on. And on the Y-axis we have our eigenvalue plotted. And in fact if you think about it, this graph is really just plotting, notice this first value, 3.136, that is right here. Component 2 is somewhere between .6 and .7, and if you look here, here we go component 2, .625. Notice component 3 drops off just a little, it is .534 Component 4 is .463, and then component 5 is .231. So this Scree plot is literally just these eigenvalues plotted from left to right. Now the rule of thumb for interpreting the Scree plot is as follows:

Views: 30412
Quantitative Specialists

Step by step detail with example of Principal Component Analysis PCA
Read in more details - https://www.udemy.com/principal-component-analysis-pca-and-factor-analysis/?couponCode=GP_TR_1
Also if you just want to understand it high level without mathematics, you can refer to this link https://www.youtube.com/watch?v=8BKFd9izEXM

Views: 110652
Gopal Malakar

tutorial on PCA
http://www.xlstat.com/en/support/tutorials/principal_component_analysis_pca.htm

Views: 39130
XLSTAT

See my new blog at http://rollingyours.wordpress.com
Get code used in this video from: https://raw.githubusercontent.com/steviep42/youtube/master/YOUTUBE.DIR/BB_phys_stats_ex1.R
Best Viewed in Large or Full Screen Mode
Part 1 - This video tutorial guides the user through a manual principal components analysis of some simple data. The goal is to acquaint the viewer with the underlying concepts and terminology associated with the PCA process. This will be helpful when the user employs one of the "canned" R procedures to do PCA (e.g. princomp, prcomp), which requires some knowledge of concepts such as loadings and scores.

Views: 135232
Steve Pittard

A very simple introduction to principal component analysis. No requirement to know math concepts like eigenvectors, convariance matrix. The explanation emphasizes the intuitive geometrical aspects instead of the statistical characteristics.
The software VisuMap (http://www.youtube.com/user/VisuMapVideos/videos) offers service to calculate and visualize PCA, as well as other exploratory services for high dimensional data.

Views: 181918
James X. Li

This video explains what is Principal Component Analysis (PCA) and how it works. Then an example is shown in XLSTAT statistical software.

Views: 268645
XLSTAT

In this video I have talked about the basics of Principal Component Analysis. I have also talked about the difference between Principal Component Analysis (PCA) and Exploratory Factor Analysis (EFA)
For Training & Study packs on Analytics/Data Science/Big Data, Contact us at [email protected]
Find all free videos & study packs available with us here:
http://analyticsuniversityblog.blogspot.in/
SUBSCRIBE TO THIS CHANNEL for free tutorials on Analytics/Data Science/Big Data/SAS/R/Hadoop

Views: 8744
Analytics University

This video demonstrates how interpret the SPSS output for a factor analysis. Results including communalities, KMO and Bartlett’s Test, total variance explained, and the rotated component matrix are interpreted.

Views: 107030
Dr. Todd Grande

In this python for data science tutorial, you will learn about how to do principal component analysis (PCA) and Singular value decomposition (SVD) in python using seaborn, pandas, numpy and pylab. environment used is Jupyter notebook.
This is the 19th Video of Python for Data Science Course! In This series I will explain to you Python and Data Science all the time! It is a deep rooted fact, Python is the best programming language for data analysis because of its libraries for manipulating, storing, and gaining understanding from data. Watch this video to learn about the language that make Python the data science powerhouse. Jupyter Notebooks have become very popular in the last few years, and for good reason. They allow you to create and share documents that contain live code, equations, visualizations and markdown text. This can all be run from directly in the browser. It is an essential tool to learn if you are getting started in Data Science, but will also have tons of benefits outside of that field. Harvard Business Review named data scientist "the sexiest job of the 21st century." Python pandas is a commonly-used tool in the industry to easily and professionally clean, analyze, and visualize data of varying sizes and types. We'll learn how to use pandas, Scipy, Sci-kit learn and matplotlib tools to extract meaningful insights and recommendations from real-world datasets

Views: 8793
TheEngineeringWorld

Principal Component Analysis (PCA) in pattern recognition. Interpretation of scores and loadings, and "how to" in R.

Views: 16525
QualityAndTechnology

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© 2018 Journal of emerging markets finance

Dr. Ralph-Christian Ohr has been working in several innovation, division and product management functions for international, technology-based companies. His interest is aimed at organizational and personal capabilities for high innovation performance. He authors the Integrative Innovation Blog. The Biggest Mistakes in Managing a Portfolio. The Biggest Mistakes in Financial Planning Series. by Harvey Jacobson, CHFC, MBA, CLU. Investors who have remained consistent with their risk profiles through volatile markets have seen a substantial recovery in their portfolios since March 2009. Those who are truly behind are those who panicked and are now left with the decision of how to recover their losses. They can, but it is a much slower recovery. This article published originally April 13, 2010, Los Angeles Daily News. Managing an agile portfolio. When the right people on the right teams have the right context, they naturally do the right thing. Set the right context.