quantile | Space efficient streaming quantile estimator
kandi X-RAY | quantile Summary
kandi X-RAY | quantile Summary
Implements ideas found in Effective Computation of Biased Quantiles over Data Streams (Cormode, Korn, Muthukrishnan, Srivastava) to provide a space and time efficient estimator for streaming quantile estimation.
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- Get returns the current value of the given quantile .
- New returns a new Estimator .
- Known returns an estimate for the given quantile and tolerance .
- Unknown returns an estimate with the given tolerance .
quantile Key Features
quantile Examples and Code Snippets
Community Discussions
Trending Discussions on quantile
QUESTION
I have a raster data and wants to make contour graph similar to the this question enter link description here. I got the code from here. But I want to highlight (colour) the regions which is above 75 percentile and remaining by the simple lines that are shown in picture below. I copied the code from the the above link
Code is folowing
...ANSWER
Answered 2022-Apr-09 at 16:05You can set the breaks of geom_contour_filled
to start at your 75th centile, and make the NA
value of scale_fill_manual
transparent. You also need to draw in the default contour lines:
QUESTION
I have a table like
...ANSWER
Answered 2022-Apr-03 at 17:44We convert to a logical vector (.x < quantile(.x, 0.30)
) and get the count with sum
- as TRUE
-> 1 and FALSE
-> 0
QUESTION
Below you will find my python code for a class assignment I was given a couple weeks ago which I have been unable to successfully debug. The problem is about finding the value at risk (i.e., the p% quantile) for an aggregate loss random variable, using FFT. We are given a clear mathematical procedure by which we can gain an estimation of the discretized CDF of the aggregate loss random variable. My results are, however, seriously off and I am making some kind of mistake which I have been unable to find even after hours of debugging my code.
The aggregate loss random variable S
is given such that S=sum(X_i for i in range(N))
, where N
is negative binomially distributed with r=5, beta=.2
, and X_i
is exponentially distributed with theta=1
. The probability generating function for this parametrization is P(z)=[1-\beta(z-1)]^{-r}
.
We were asked to approximate the distribution of S
by
- choosing a grid width
h
and an integern
such thatr=2^n
is the number of elements to discretizeX
on, - discretizing
X
and calculating the probabilities of being in equally spaced intervals of widthh
, - applying the FFT to the discretized
X
, - applying the PGF of
N
to the elements of the Fourier-transformedX
, - applying the inverse FFT to this vector.
The resulting vector should be an approximation for the probability masses of each such interval for S
. I know from previous methods that the 95% VaR ought to be ~4 and the 99.9% VaR ought to be ~10. But my code returns nonsensical results. Generally speaking, my index where the ECDF reaches levels >0.95 is way too late, and even after hours of debugging I have not managed to find where I am going wrong.
I have also asked this question on the math stackexchange, since this question is very much on the intersection of programming and math and I have no idea at this moment whether the issue is on the implementation side of things or whether I am applying the mathematical ideas wrong.
...ANSWER
Answered 2022-Apr-03 at 14:31Not sure about math, but in snippet variable r
gets overrided, and when computing f_tilde_vec_fft
function PGF
uses not 5
as expected for r
, but 1024
. Fix -- change name r
to r_nb
in definition of hyperparameters:
r_nb, beta, theta = 5, .2, 1
and also in function PGF
:
return (1 - beta * (z - 1)) ** (-r_nb)
After run with other parameters remain same (such as h
, n
etc.) for VaRs
I get [4.05, 9.06]
QUESTION
I have a dataset with four variables (a,b,c,d). I want to group the data by a,b,c then find out outliers for d.
Here is the sample data: https://www.dropbox.com/s/ftp4eehqxzh7nn3/example.csv?dl=0
I tried:
...ANSWER
Answered 2022-Mar-23 at 23:54You could use
QUESTION
I'm trying to use GEKKO to solve quite a large optimization problem locally (with remote=False
).
When running the code, I get the error:
...ANSWER
Answered 2022-Mar-22 at 17:29The Windows binary is 32-bit while the Linux, MacOS, and ARM Linux are 64-bit executables when remote=False
with Gekko v1.0.2
. With remote=True
, it runs on a Linux server that has 64 GB of RAM and uses a 64-bit executable. It is running into a memory limit issue with the Windows binary up to 4 GB RAM because of the 32-bit executable. The 64-bit executables have a 16 billion GB capacity (no limit). The 64-bit Windows local executable is a planned development with a future release. The Linux VM or an APM Linux server (such as host IP 10.0.0.10
) are options for those who need to solve large problems on a Local Network with a Windows local gekko client.
QUESTION
I have the dataframe below and I create a kable out of this. How could I add commas between numbers every 3 digits?
...ANSWER
Answered 2022-Mar-21 at 16:36You could use the kable format argument, this avoids mucking around with the data prior to putting into the table.
And if you want to clear up the NAs and NaNs you could add in this line of code: options(knitr.kable.NA = '')
QUESTION
With Pandas in Python there is the describe() function that returns the summary statistics for a dataframe. The output is not in a 'tidy' format for simple manipulation with the tidyverse summarise function but it is in a nice format for presentation. My question is how to reproduce this output in R?
...ANSWER
Answered 2022-Mar-12 at 07:11You can combine do.call()
with rind()
and lapply()
to get a tidy format of summary()
. t()
transpose the output.
QUESTION
I am trying to plot the quantile regression lines for a set of data. I would like to extend the quantile regression lines from geom_quantile()
in order to show how they forecast similar to using stat_smooth()
with the fullrange argument set to TRUE. However, there is no fullrange argument for geom_quantile()
. As an example, see below:
ANSWER
Answered 2022-Feb-17 at 20:24Under the hood, geom_quantile
uses quantreg::rq
, and it's very straightforward to use it directly to produce the same effect using geom_abline
:
QUESTION
I would like to store the data point label whenever I click it in my plotly plot. The label is the name of the data point that appears in the first column of my data frame.
For example if I hover over a data point it will show me the x and y information as well as the data point name: x: TRUE y: 27 Name: cheeseburger
What I want is to store the label of that data point, 'cheeseburger' as a variable to use later.
I have tried using plotly_click and accessing the event_data but it returns x and y values and all I want is the data point name. This is my code:
...ANSWER
Answered 2022-Feb-14 at 19:11Updated based on OP's comment that the label for each point is placed using geom_text(label())
and converted to plotly object
QUESTION
I've built this new ggplot2
geom layer I'm calling geom_triangles
(see https://github.com/ctesta01/ggtriangles/) that plots isosceles triangles given aesthetics including x, y, z
where z
is the height of the triangle and
the base of the isosceles triangle has midpoint (x,y) on the graph.
What I want is for the geom_triangles()
layer to automatically provide legend components for the height and width of the triangles, but I am not sure how to do that.
I understand based on this reference that I may need to adjust the draw_key
argument in the ggproto
StatTriangles
object, but I'm not sure how I would do that and can't seem to find examples online of how to do it. I've been looking at the source code in ggplot2
for the draw_key
functions, but I'm not sure how I would introduce multiple legend components (one for each of height and width) in a single draw_key
argument in the StatTriangles
ggproto
.
ANSWER
Answered 2022-Jan-30 at 18:08I think you might be slightly overcomplicating things. Ideally, you'd just want a single key drawing method for the whole layer. However, because you're using a Stat
to do the majority of calculations, this becomes hairy to implement. In my answer, I'm avoiding this.
Let's say I'd want to use a geom-only implementation of such a layer. I can make the following (simplified) class/constructor pair. Below, I haven't bothered width_scale
or height_scale
parameters, just for simplicity.
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