An error (from the Latin error, meaning "wandering") is an action which is inaccurate or incorrect. In some usages, an error is synonymous with a mistake.
In statistics, "error" refers to the difference between the value which has been computed and the correct value. An error could result in failure or in a deviation from the intended performance or behavior.
Hello everyone,
trying a run I've got the following error message, and thus no output file since the run stopped by itsefl.
Please, has anyone encountered this error and would happen to know how to correct the input file ? (any hint help)
Thanks to all of you
Error Vector Magnitude is widely used in the telecommunication industry to assess the performance of the users. In the given formula, Sr(n) is the received symbol and St(n) is the ideal symbol. N is the total number of symbols received. I have a Multi-User MIMO system simulation where there are...
Hi all! Forgive the sloppiness of this post, I'm on the road.
Suppose you have a servo loop to stabilize parameter X. The issue is, when you measure X, you introduce some measurement error (let's say its white noise for the sake of argument). The noise causes a potential problem: since the...
In general, if R is the recovery channel of an error channel ε, with state ρ, then
and according to these lecture slides, we get the final result highlighted in red for a bit flip error channel. I am simply asking how one reaches this final result. Thank you (a full-ish derivation can be found...
1. μ* is easily calculated to be 100.88, textbook confirms its 100.9.
Its just the mean of all those values.
2. To estimate mean error I first calculate s^2, which is:
$$s^2 = 1/7 * ((115 - 100.9)^2 + (82 - 100.9)^2 ... + (92-100.9)^2) = 1200.88$$
$$s = \sqrt s = 34.65$$
Then I use this...
Ever since I learned about FM something's been bugging me, which is that the PLL error correction acts on the encoded data, seeming to leave open the possibility of the shape of the data itself interfering with the PLL's interpretation of what the carrier frequency is. It seems dangerous to mix...
Hello everyone. I am trying to construct a functioning version of randomfields (specifically 2D_karhunen_loeve_identification_example.py) in Matlab. For that, I have to calculate the Karhunen-Loève expansion of 2D data, since this is what it says in the documentation. I also have some sample...
I am not sure where I should be posting this; I am perfectly aware this is Taylor expansion calculus, but considering the fact that I am working with numerical ODE solutions, I posted this here.
In the paper: Implementation of an Adaptive BDF2 Formula and Comparison with the MATLAB Ode15s...
When bubbles are not removed from a buret before a titration, the measured volume of titrant used is more than the actual volume used. Then the analyte concentration will be greater than the actual concentration, and the mass of the analyte will be greater as well.
Instead, it will actually...
Hello! Say I have some measurements ##y_i = f(x_i|a_1,a_2,...,a_n)## for different values of ##x_i##. Here ##a_i##'s are the parameters of the function I want to fit for. For example for a linear function I would just have ##y_i=ax_i+b=f(x_i|a,b)##. I want to see how the errors on the ##y_i##'s...
Hello everyone. I want to calculate the covariance matrix of a stochastic process using Matlab as
cov(listOfUVValues)
being the dimensions of listOfUVValues 211302*50. I get the following error:
Requested 211302x211302 (332.7GB) array exceeds maximum array size preference. Creation of...
Hello! If I have some data points, with error bars on both x and y, and I would like to fit them with a function f(x). How can I write the chi-squared in this case? For errors only on y, I would have ##\chi^2 = \sum_i(\frac{f(x)-y}{\sigma_y})^2##, but I am not sure how to include ##\sigma_x##...
The mean of some data was 21.2°C, the standard deviation was 2, and the standard error was 0.8.
My textbook says that using one standard deviation, we would report the temperature of the substance as 21.2 ± 2°C, while using the standard error, the temperature would be reported as 21.2 ± 0.8°C...
Homework Statement:: I don't know where the mistake is happening. I need to solve the give differential equation in mathematica and have to plot it but i am facing problem in doing so.
Can anyone help me in this?
Relevant Equations:: I have attached the picture of equation as well as my...
Hi,
I keep reading varying accounts on conditions needed to " justify" the use of ( multi) linear regression to model data.
Specifically, I have seen several authors require errors to be normal, i.i.d , whilr others only require the errors be i.i.d with mean 0. Just where is the assumption of...
I have accidentally derived a very wrong result from the contracted Bianchi identity and I can't see where the error is. I'm sure it's something obvious, but I need someone to point it out to me as I've gone blind. Thanks!
Start with the contracted Bianchi identity,
$$
\nabla_a \left(...
While I will not be showing the graph here, I am trying to dissect what the question even means.
While I do understand that relative uncertainty can be found via the equation ##\frac{\sigma_A}{A}##, I do not understand how I can find the "relative uncertainty of SEM". Does anybody here have any...
I made a histogram based off a dataset and I calculated the uncertainty of the measurements and I included the error bars into my histogram. Is that okay? I am asking because I never seen error bars included with a histogram. I have included an image of my histogram below:
I am tring to simulate impact of cricket ball on a bat. Whenever I try to simulate with custom materials it shows an error like 'Solver initialization failed. See the log file.' But when I carry out with steel as the material it works fine. Please help.
In Box 2.4 of the book "Black Holes & Time Warps" by Kip S. Thorne, he explains gravitational time dilation using the equivalence principle. For this he uses an experiment thought analogous to the one used by Einstein in 1911 to postulate the existence of a gravitational Doppler shift, but...
Say you have measured several quantities and you can calculate the value of a physical quantity as a sum/product of the several measured quantities, and you are interested to calculate the uncertainty of that physical quantity.
I have just learned about the Monte Carlo method applied to error...
Hi,
Question:
I was recently working on a homework problem that asks us to list the different sources of error in an
electroencephalogram reading and how we deal with these errors.
I was struggling to find sources on the internet, so was hoping to ask whether there are any good sources which...
Let us suppose we have one constant variable ##b \pm \delta b = 20 \pm 1 ## and one function that depends on ##x ##, such as, ##a(x) \pm \delta a ##
The problem is I want the difference between ##a(x) ## and ##b ## to be ##0 ##. Let me denote this difference as ##c \pm \delta c ##. To...
I have an integral that depends on two parameters ##a\pm\delta a## and ##b\pm \delta b##. I am doing this integral numerically and no python function can calculate the integral with uncertainties.
So I have calculated the integral for each min, max values of a and b.
As a result I have obtained...
Textbook solution:
##v## is the instantaneous velocity,
$$P(t)=(M+b t) v$$
Then $$impulse = \Delta P = (M+b t) v = \int^{t}_{0} F dt'$$
Thus $$v=\frac{F t}{(M + bt)}$$
What I did instead was:
Let ##M## be the instantaneous mass, and ##M_0## be the initial mass, then $$M=M_{0} + b t$$...
I am parsing data from an excel sheet using pandas ExcelFile class and read_excel function. I noticed that when reading the file, there are floating point errors in the results. For example, a cell that contains 25.15 will be 25.149999999999977 in the pandas data frame.
The value 25.15 in Excel...
I am attempting to solve a rather simple induction problem in Maxwell3D that I have solved before. But this time when I run it I am getting this error and can not seem to find a solution in ANSYS? I am running ANSYS Suite 2020 R1
Thank you in advance if anyone has a possible.
FIRST TYPE: REVERSIBLE PROCESS At the temperature of 127 ° C, 1 L of CO2 is reversibly compressed from the pressure of 380 mmHg to that of 1 atm. Calculate the heat and labor exchanged assuming the gas is ideal. Q = L = - 34.95 J
CONDUCT 380 mmHg = 0.5 atm L = P1 * V1 * ln (P1 / P2) = 0.5 * 1...
In a diffraction grating experiment, what can be the sources of error and also what effect do these sources have on the unknown quantity (wavelength) in the experiment?
Here is the official solution:
I don't understand this solution. Firstly why can the author assume wlog that slower runner ran exactly 1 mile? Secondly, if 3.3ft is indeed the max error then worst case scenario is that first runner's track was 3.3 below actual length and 2nd was 3.3 over...
I have a 2-dimensionsal smooth function ##f(x,y,t)##. There may be multiple traveling waves across the domain. None of them are precisely traveling waves (the shape of the wave changes as it travels). Here is how one of these waves would look in 1-dimension:
I want to find the speed of these...
WARNING: Topic is very pedantic.
I have used a set of different physics books over the years, and they have all had a focus on the topic of significant figures, error margins and measurement. I have never quite understood these concepts fully and the relationships between them.
One aspect I...
Hi all. We are computing the second fundamental form corresponding to a surface.
The correct answer should give the coefficients 2, 0, and -2 for IIuu, IIuv, IIvv
We have only been able to compute IIz, and not IIx, IIy where we have functions instead of 2, 0 and -2.
We are 99% certain that...
I am reading his excellent book "Mathematical Physics Part 1, Second Edition", which has benefited me a lot in many ways.
However, I have a doubt about the correctness of the theorem 2.3.23, which states that for any subspace U of V, the map T ' : V/U -> T(V) defined by T ' ([a]) = T|a> is...
Hey! 😊
Calculate using the Simpson's Rule the integral $\int_0^1\sqrt{1+x^4}\, dx$ approximately such that the error is less that $0,5\cdot 10^{-3}$. Which has to be $h$ ?
So we use here the composite Simpson's rule, right?
An upper bound of the error of that rule is defined as...
Hi,
I have a problem with MCNP. The problem is : the input file can run correctly on WindowsXP system,but when I run it on a more powerful computer with win10 system , the MCNP showed "chg_mem error". How to solve this problem? can MCNP only operate on winXP or win2000 system?
I have a problem there,I want to Users decide a,b,c,d,e numbers.
if I write
printf("enter numbers:");
scanf("%d",&a);
printf("enter numbers:");
scanf("%d",&b);...
if ı do like that ,it has not any problem but its not effective,Program always asking number a,b,c etc.
My wish is...
I'm confident in calculating the beginning values. Only question I had was whether in this graph y2 is assumed positive or negative. Obviously f(pi)= negative value, but is y2 negative or is it = |f(pi)|. Assuming the latter, it all makes sense and when I sum the two Simpson's Rule estimates...
Dear all,
We learn students to work with significant figures. I guess we all know those rules of thumb. Now imagine I have an expression like L = 2x, where x is a length a the 2 is an amount, i.e. the value of a discrete 'function'. If x=0,72 m (2 significant figures), then L = 1,44 --> 1,4 (2...
This is a very simple program about Class with Inventory.h, Inventory.cpp and source.cpp. I reduced to very simple just displaying two message and it just won't build. It gave me error message I don't follow even after reading the error code online. I follow the example and syntax from the book...
UNITS
m is meters
kg is kiliograms
K is degrees Kelvin
s is seconds
J is joules
u is daltons = 1.66053906660(50)×10−27 kg
https://en.wikipedia.org/wiki/Dalton_(unit)
1 pc = 3.085678 x 1016 m
CONSTANTS
MH = mass of hydrogen atom = 1.007825 u
= 1.673532784796145 ×10−27 kg...
I'm not a statistician, but this has been bothering me for a bit. Suppose we have the simple model
Y= aX + b + U
where Y,X and U are taken to be random variables representing the explanatory variable, the independent variable and the error term respectively.
In the case of a stochastic...
I have the following function
$$f^{(0)}\left(x\right)=f\left(x\right)=e^{x}$$
And want to approximate it using Taylor at the point ##\frac{1}{\sqrt e} ##
I also want to decide (without calculator)whether the error in the approximation is smaller than ##\frac{1}{25} ##
The Taylor polynomial is...