Pertanyaan yang diberi tag exponential

Distribusi yang menggambarkan waktu antara peristiwa dalam proses Poisson; analog kontinu dari distribusi geometrik.

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Bagaimana saya dapat membuktikan secara analitik bahwa membagi jumlah secara acak menghasilkan distribusi eksponensial (misalnya pendapatan dan kekayaan)?

Dalam artikel saat ini di SCIENCE berikut ini diusulkan: Misalkan Anda membagi secara acak 500 juta pendapatan di antara 10.000 orang. Hanya ada satu cara untuk memberi setiap orang bagian yang sama, 50.000 saham. Jadi, jika Anda membagikan penghasilan secara acak, kesetaraan sangat tidak...

distributions mathematical-statistics exponential
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Mengapa ada perbedaan antara menghitung interval kepercayaan 95% regresi logistik secara manual, dan menggunakan fungsi confint () di R?

Dear everyone - Saya telah memperhatikan sesuatu yang aneh yang tidak dapat saya jelaskan, bukan? Singkatnya: pendekatan manual untuk menghitung interval kepercayaan dalam model regresi logistik, dan fungsi R confint()memberikan hasil yang berbeda. Saya telah melalui regresi logistik Terapan...

r regression logistic confidence-interval profile-likelihood correlation mcmc error mixture measurement data-augmentation r logistic goodness-of-fit r time-series exponential descriptive-statistics average expected-value data-visualization anova teaching hypothesis-testing multivariate-analysis r r mixed-model clustering categorical-data unsupervised-learning r logistic anova binomial estimation variance expected-value r r anova mixed-model multiple-comparisons repeated-measures project-management r poisson-distribution control-chart project-management regression residuals r distributions data-visualization r unbiased-estimator kurtosis expected-value regression spss meta-analysis r censoring regression classification data-mining mixture
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Menghitung pengulangan efek dari model lmer

Saya baru saja menemukan makalah ini , yang menjelaskan bagaimana menghitung pengulangan (alias reliabilitas, alias korelasi intraclass) dari pengukuran melalui pemodelan efek campuran. Kode R adalah: #fit the model fit = lmer(dv~(1|unit),data=my_data) #obtain the variance estimates vc =...

mixed-model reliability intraclass-correlation repeatability spss factor-analysis survey modeling cross-validation error curve-fitting mediation correlation clustering sampling machine-learning probability classification metric r project-management optimization svm python dataset quality-control checking clustering distributions anova factor-analysis exponential poisson-distribution generalized-linear-model deviance machine-learning k-nearest-neighbour r hypothesis-testing t-test r variance levenes-test bayesian software bayesian-network regression repeated-measures least-squares change-scores variance chi-squared variance nonlinear-regression regression-coefficients multiple-comparisons p-value r statistical-significance excel sampling sample r distributions interpretation goodness-of-fit normality-assumption probability self-study distributions references theory time-series clustering econometrics binomial hypothesis-testing variance t-test paired-comparisons statistical-significance ab-test r references hypothesis-testing t-test normality-assumption wilcoxon-mann-whitney central-limit-theorem t-test data-visualization interactive-visualization goodness-of-fit
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Misalkan

Apa cara termudah untuk melihat bahwa pernyataan berikut ini benar? Misalkan Y1,…,Yn∼iidExp(1)Y1,…,Yn∼iidExp(1)Y_1, \dots, Y_n \overset{\text{iid}}{\sim} \text{Exp}(1) . Perlihatkan ∑ni=1(Yi−Y(1))∼Gamma(n−1,1)∑i=1n(Yi−Y(1))∼Gamma(n−1,1)\sum_{i=1}^{n}(Y_i - Y_{(1)}) \sim \text{Gamma}(n-1, 1)...

self-study distributions exponential order-statistics jacobian
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Bagaimana cara melakukan imputasi nilai dalam jumlah poin data yang sangat besar?

Saya memiliki dataset yang sangat besar dan sekitar 5% nilai acak hilang. Variabel-variabel ini berkorelasi satu sama lain. Contoh berikut dataset R hanyalah contoh mainan dengan data berkorelasi dummy. set.seed(123) # matrix of X variable xmat <- matrix(sample(-1:1, 2000000, replace = TRUE),...

r random-forest missing-data data-imputation multiple-imputation large-data definition moving-window self-study categorical-data econometrics standard-error regression-coefficients normal-distribution pdf lognormal regression python scikit-learn interpolation r self-study poisson-distribution chi-squared matlab matrix r modeling multinomial mlogit choice monte-carlo indicator-function r aic garch likelihood r regression repeated-measures simulation multilevel-analysis chi-squared expected-value multinomial yates-correction classification regression self-study repeated-measures references residuals confidence-interval bootstrap normality-assumption resampling entropy cauchy clustering k-means r clustering categorical-data continuous-data r hypothesis-testing nonparametric probability bayesian pdf distributions exponential repeated-measures random-effects-model non-independent regression error regression-to-the-mean correlation group-differences post-hoc neural-networks r time-series t-test p-value normalization probability moments mgf time-series model seasonality r anova generalized-linear-model proportion percentage nonparametric ranks weighted-regression variogram classification neural-networks fuzzy variance dimensionality-reduction confidence-interval proportion z-test r self-study pdf
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Berarti distribusi eksponensial terbalik

Diberikan variabel acak , apa maksud dan varians dari ?Y= Ex p ( λ )Y=Exp(λ)Y = Exp(\lambda)G = 1YG=1YG=\dfrac{1}{Y} Saya melihat Inverse Gamma Distribution, tetapi rerata dan varians masing-masing hanya didefinisikan untuk dan ...α > 1α>1\alpha>1α >

variance mean exponential
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R / mgcv: Mengapa produk tensor () dan ti () menghasilkan permukaan yang berbeda?

The mgcvpaket untuk Rmemiliki dua fungsi untuk pas interaksi produk tensor: te()dan ti(). Saya memahami pembagian kerja dasar antara keduanya (menyesuaikan interaksi non-linear vs menguraikan interaksi ini menjadi efek utama dan interaksi). Yang tidak saya mengerti adalah mengapa te(x1, x2)dan...

r gam mgcv conditional-probability mixed-model references bayesian estimation conditional-probability machine-learning optimization gradient-descent r hypothesis-testing wilcoxon-mann-whitney time-series bayesian inference change-point time-series anova repeated-measures statistical-significance bayesian contingency-tables regression prediction quantiles classification auc k-means scikit-learn regression spatial circular-statistics t-test effect-size cohens-d r cross-validation feature-selection caret machine-learning modeling python optimization frequentist correlation sample-size normalization group-differences heteroscedasticity independence generalized-least-squares lme4-nlme references mcmc metropolis-hastings optimization r logistic feature-selection separation clustering k-means normal-distribution gaussian-mixture kullback-leibler java spark-mllib data-visualization categorical-data barplot hypothesis-testing statistical-significance chi-squared type-i-and-ii-errors pca scikit-learn conditional-expectation statistical-significance meta-analysis intuition r time-series multivariate-analysis garch machine-learning classification data-mining missing-data cart regression cross-validation matrix-decomposition categorical-data repeated-measures chi-squared assumptions contingency-tables prediction binary-data trend test-for-trend matrix-inverse anova categorical-data regression-coefficients standard-error r distributions exponential interarrival-time copula log-likelihood time-series forecasting prediction-interval mean standard-error meta-analysis meta-regression network-meta-analysis systematic-review normal-distribution multiple-regression generalized-linear-model poisson-distribution poisson-regression r sas cohens-kappa