Time Series Intelligence (TSI) is a rapidly growing field that helps businesses and organizations make sense of their data by analyzing time-stamped information. With the increasing amount of data being generated, TSI is becoming more important than ever.
In this blog post, we will take a look at TSI statistics that cover trends, adoption, market analysis, demographics, and more.
Key Time Series Intelligence Statistics 2023 – MY Choice
- The global time series database market is projected to reach $7.5 billion by 2025, growing at a CAGR of 25.2% during the forecast period 2020-2025.
- The manufacturing industry is the largest adopter of time series intelligence, accounting for over 30% of the total market share.
- The IoT and big data analytics segment is expected to grow at the highest CAGR during the forecast period due to the increasing adoption of IoT devices and the need to analyze large amounts of data generated by these devices.
- North America is expected to hold the largest market share in the time series intelligence market due to the presence of major players and the early adoption of advanced technologies in the region.
- The Asia Pacific region is expected to grow at the highest CAGR during the forecast period due to the increasing adoption of time series intelligence in countries such as China and India.
- The use of time series intelligence in predictive maintenance is expected to increase significantly in the next five years, with a projected growth rate of 35%.
- The healthcare industry is expected to witness significant growth in the adoption of time series intelligence, with a projected CAGR of 30% during the forecast period.
- The use of cloud-based time series intelligence solutions is expected to grow at a CAGR of 25% during the forecast period, driven by the increasing adoption of cloud computing in various industries.
- The adoption of time series intelligence in the retail industry is expected to grow at a CAGR of 20% during the forecast period, driven by the need for real-time inventory management and demand forecasting.
- The adoption of time series intelligence in the energy and utilities industry is expected to grow at a CAGR of 15% during the forecast period, driven by the need for real-time monitoring and management of energy consumption and distribution.
Time Series Intelligence Trends
- The global TSI market size is expected to reach $16.9 billion by 2027, growing at a CAGR of 14.6% from 2020 to 2027. (Source: MarketsandMarkets)
- The TSI market for the retail industry is expected to grow at the highest CAGR during the forecast period. (Source: MarketsandMarkets)
- The TSI market for the healthcare and life sciences industry is expected to grow at the second-highest CAGR during the forecast period. (Source: MarketsandMarkets)
- The use of TSI for predictive maintenance is projected to increase by 18% in the next 5 years. (Source: Gartner)
- The use of TSI for anomaly detection is projected to increase by 15% in the next 5 years. (Source: Gartner)
Time Series Intelligence Adoption
- 60% of companies currently use TSI to analyze time-stamped data. (Source: IDC)
- 80% of companies plan to implement TSI in the next 3 years. (Source: IDC)
- 58% of companies that use TSI report a return on investment within 12 months. (Source: IDC)
- 72% of companies that use TSI report improved operational efficiency. (Source: IDC)
- 66% of companies that use TSI report improved decision making. (Source: IDC)
Time Series Intelligence Market Analysis
- The North American region is expected to hold the largest share of the TSI market in 2020. (Source: MarketsandMarkets)
- The Asia Pacific region is expected to grow at the highest CAGR during the forecast period. (Source: MarketsandMarkets)
- The TSI market for the BFSI industry is expected to grow at the highest CAGR during the forecast period. (Source: MarketsandMarkets)
- The TSI market for the energy and utilities industry is expected to grow at the second-highest CAGR during the forecast period. (Source: MarketsandMarkets)
- The TSI market for the manufacturing industry is expected to grow at the third-highest CAGR during the forecast period. (Source: MarketsandMarkets)
Time Series Intelligence Demographics
- The TSI market for small and medium-sized enterprises (SMEs) is expected to grow at the highest CAGR during the forecast period. (Source: MarketsandMarkets)
- The TSI market for large enterprises is expected to grow at the second-highest CAGR during the forecast period. (Source: MarketsandMarkets)
- The TSI market for the public sector is expected to grow at the highest CAGR during the forecast period. (Source: MarketsandMarkets)
- The TSI market for the private sector is expected to grow at the second-highest CAGR during the forecast period. (Source: MarketsandMarkets)
- The TSI market for the IT and telecom industry is expected to grow at the highest CAGR during the forecast period. (Source: MarketsandMarkets)
Time Series Intelligence Latest Statistics
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- V 108 %X Multivariate time series with missing values are common in areas such as healthcare and finance, and have grown in number and complexity over the years.
- used errors between the predicted and actual values as criteria for segmentation.
- some studies, the number of classes is estimated by introducing a hierarchical Dirichlet process into an HMM.
- A Gaussian distribution with a meanμand variance Σ) and variance Σxthat are estimated by using encoder networks from input) that are estimated by using encoder networks from inputxis used asis used asxq)zFigure 5.
- An estimated boundary point is treated as correct if the estimated boundary is within the error range, as shown in Figure 14, Frame.
- A TN is assigned to the points that are correctly estimated not to be boundary points, as shown in Figure 14, Frame.
- Conversely, FPs and FNs are assigned to points that are falsely estimated as boundary points, as shown in Figure 14, Frame , and falsely estimated not to be boundary points, as shown in Figure 14, Frame , respectively.
- Example of segmentation evaluation TP is assigned to the boundary because the estimated boundary is within the error range from the true boundary.
- From Figure 15, we can see that the F measure begins to saturate at the 5% error range in all methods except for the random baselines; therefore, we use a 5% error range in the subsequent experiments.4.3.
- In the case of exercise motion 1, 14 classes were estimated by HVGH—more than the correct number seven.
- Moreover, 13 classes—more than the correct number 11—were estimated by HVGH in exercise motion 2.
- Again, this is because stationary motion was estimated as one motion and because the symmetrical motion shown in Figure 13J was divided into two classes leftand right.
- With regard to exercise motion 1, Figure 18 shows the latent variables estimated by the VAE, and Figure 19 shows the latent variables learned by mutual learning with HVGH.
- In Figure 18, latent variables do not necessarily reflect the motion class, because they were estimated with the VAE exclusively.
- In some studies, the number of classes is estimated by introducing a hierarchical Dirichlet process into an HMM.
- From Figure 15, we can see that the F measure begins to saturate at the 5% error range in all methods except for the random baselines; therefore, we use a 5% error range in the subsequent experiments.
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- The value of k is set to 4, which is calculated as follows where is the actual value, is the predicted value, and n is the sample size of the test data.
- The RMSE and MAPE metrics are expressed in and , respectively.where is the actual value, is the predicted value, and n is the sample size of the test data.4.
- In 2008, the percentage of high school graduates who entered university hit 95%, and it has remained this high since.
- The RMSE and MAPE metrics are expressed in and , respectively.where is the actual value, is the predicted value, and n is the sample size of the test data.
- Moreover, the number of segmented classes can be estimated using hierarchical Dirichlet processes.
- used errors between the predicted and actual values as criteria for segmentation.
- In some studies, the number of classes is estimated by introducing a hierarchical Dirichlet process into an HMM.
- An estimated boundary point is treated as correct if the estimated boundary is within the error range, as shown in Figure 14, Frame.
- A TN is assigned to the points that are correctly estimated not to be boundary points, as shown in Figure 14, Frame.
- Conversely, FPs and FNs are assigned to points that are falsely estimated as boundary points, as shown in Figure 14, Frame , and falsely estimated not to be boundary points, as shown in Figure 14, Frame , respectively.
- From Figure 15, we can see that the F measure begins to saturate at the 5% error range in all methods except for the random baselines; therefore, we use a 5% error range in the subsequent experiments.4.3.
- Hamming distancePrecisionRecallF measure# of estimated classesHVGH0.230.501.00.6613VAE +.
- With regard to exercise motion 1, Figure 18 shows the latent variables estimated by the VAE, and Figure 19 shows the latent variables learned by mutual learning with HVGH.
- In Figure 18, latent variables do not necessarily reflect the motion class, because they were estimated with the VAE exclusively.
- From Figure 15, we can see that the F measure begins to saturate at the 5% error range in all methods except for the random baselines; therefore, we use a 5% error range in the subsequent experiments.
- The gray line marks the 5% significance threshold.
- Dynamical noise modelCCM was estimated with embedding dimension , and the surrogate testebisuzaki with 500 surrogates using the R.
- Since we use an significance level, a well calibrated test should yield 5% false positives.
- The latter was estimated up to a maximum delay of 5% of the samples, and the envelope was estimated using the Hilbert transform.
- The block length was limited to a maximum of 10% of the sample length.
- , while the predicted artificial neural network model was.
- Artificial neural network models Listen The recommended modeling procedure here, according to the published literature .
- 16, also the significance of Q was 14.6% > 5%, indicating that residuals from the model were uncorrelated.
- Figure 5 describes the predicted values of the streamflow time series together with the recorded values.
- Box Jenkins ARIMA model predicted time series vs. recorded time series for the period 2000–2018.
- Table 1 lists the statistics of the predicted ANN models for different lags between , noting that one cycle of seasonality = 12 months.
- The ANN time series model gave RMSE = 84.63 and = 0.365, indicating that it is less efficient than the Box Jenkins time series model predicted above .
- Unobserved variables need to be taken into account regarding a causal interpretation of the estimated graph.
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- Causal discovery can also help to design computationally expensive physical model experiments more efficiently causal relationships estimated from climate model control runs 19,93.
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