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NSO, MoSPI will release the Trial Series of the Index of Services Production (ISP) on 14 July 2026. As a new high-frequency i
NSO, MoSPI will release the Trial Series of the Index of Services Production (ISP) on 14 July 2026. As a new high-frequency indicator, the ISP will measure the performance of India's services sector and provide insights into its growth across 19 sub-sectors. For detailed information, refer the report link: https://www.mospi.gov.in/uploads/publications_reports/publications_reports1783419546476_3d453f5e-f7cd-488e-9e72-1bc575b2f236_Report_TAC_ISP.pdf For official information, please visit MoSPI’s website: https://www.mospi.gov.in/ #MoSPI #NSO #IndexOfServicesProduction #ISP #IndiaEconomy #ServicesSector #OfficialStatistics #EconomicIndicators

The National Statistics Office (NSO) is conducting the Migration Particulars Survey from July 2026 to June 2027 to better und
The National Statistics Office (NSO) is conducting the Migration Particulars Survey from July 2026 to June 2027 to better understand migration trends across India. If an NSO officer visits your household, we encourage you to participate and share accurate information. Your responses remain completely confidential and help create reliable statistics for better policies and a stronger, data-driven India. #NSO #MoSPI #Migrationtrends #villages #urbanblocks #confidentialinformation #indiancitizen #households #datadriven #nsoofficers #participationmatters #migrationparticularsurvey

Compendium_of_Datasets_and_Registries_in_India_2025

1. What is a Probability Distribution? A Probability Distribution describes how probabilities are distributed among the possi
1. What is a Probability Distribution? A Probability Distribution describes how probabilities are distributed among the possible values of a random variable (X). 📊Mathematical Representation X⟶P(X) where; 🎲X = Random Variable 📊P(X) = Probability associated with each value 📌Types of Probability Distribution 1.Discrete Distribution PMF: P(X=x) 2.Continuous Distribution PDF: f(x) 2.Probability Mass Function Used for Discrete Random Variables. Definition The function assigning probability to each possible value is called the Probability Mass Function 3.Probability Density Function Used for Continuous Random Variables. Definition A function describing probability over a continuous interval is called the Probability Density Function 4. Cumulative Distribution Function The cumulative probability up to a point x. F(x) = P(X <=x) Properties 0≤F(x)≤1 Increasing function F(−∞)=0 F(∞)=1 Examples Discrete: Bernoulli, Binomial, Poisson, Geometric Continuous: Uniform, Normal, Beta, Gamma, Weibull statistics_india

GATE2027-IB_v1.pdf

Objective Statistics .pdf72.50 MB

Rbi phase 1 result

🛑 29 JUNE 🟢 National Statistics Day         राष्ट्रीय सांख्यिकी दिवस Theme26 : "Unlocking the Potential of Administrative Data" 📊 To honour Professor Mahalanobis and promote the use of statistics in daily life 💠 National Statistics Day is celebrated every year in India on June 29 to mark the birth anniversary of Prasanta Chandra Mahalanobis 💠 National Statistics Day was first celebrated on 29th June 2007 💠 Prasanta Chandra Mahalanobis is known as the father of Indian Statistics 🟢 NEWS 🔶Ministry Of Statistics Revises Consumer Price Index Base Year To 2024 🔷Ministry of Statistics and Programme Implementation 🔶India’s Retail Inflation Rises To 3.4% In March 2026, Says National Statistics Office 🔷 20 Oct : World Statistics Day 🏢 Ministry of Statistics and Programme Implementation 🔶 Rao Inderjit Singh(Central Minister)

भारत के महान वैज्ञानिक और आधुनिक सांख्यिकी (Statistics) के जनक थे。 उनका जन्म 29 जून 1893 को कलकत्ता (अब कोलकाता) में हुआ था。 सांख्यिकी और आर्थिक नियोजन में उनके अमूल्य योगदान के लिए भारत सरकार हर वर्ष उनके जन्मदिन (29 जून) को राष्ट्रीय सांख्यिकी दिवस (National Statistics Day) के रूप में मनाती है

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ProvAnsKey-Statistics-I-ISS-Examination-2026-240626.pdf

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UPSC ISS 2026 QP Stats 4.pdf6.62 MB

e - Admit Card: Indian Economic Service - Indian Statistical Service Examination, 2026

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REVISED_FINAL_TIMELINE_2026-27_0.pdf

7ec38fa070844400be1e35f79d56d69a.pdf3.22 KB

177970692039web-advt-RN-09-26.pdf3.34 KB

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CSIR NET 10 years with solution_240329_090051.pdf