Challenges in Financial Consolidation in Risk Control

EPM Article

Challenges in Financial Consolidation in Risk Control

Challenges in Financial Consolidation in Risk Control
01

I. Power-Law Distribution Phenomenon of Combined Error Rates

In the selection of BI reporting tools and e-commerce sales data analysis , the power-law distribution phenomenon of combined error rates is a crucial aspect that cannot be overlooked. This phenomenon is equally significant for data mining in the financial risk control domain.

Taking a unicorn e-commerce enterprise located in Shenzhen as an example, when they used traditional reporting tools for sales data analysis , they found that the combined error rate exhibited a clear power-law distribution. Regarding benchmark values, the industry average reasonable range for combined error rates is approximately 3% – 5%. However, in this enterprise's actual operations, the error rate showed significant fluctuations.

In-depth research revealed that there are many reasons for this power-law distribution. First, the formats and quality of different data sources vary. E-commerce enterprises' sales data may come from multiple channels, such as official websites, third-party e-commerce platforms, offline stores, etc., and these data are prone to errors during collection and integration. Secondly, the limitations of algorithms in traditional reporting tools can also lead to the accumulation of errors when processing large-scale data.

To illustrate this phenomenon more intuitively, we can use a simple table:

Data SourceOriginal Error RateCombined Error Rate
Official Website2%–
Third-Party E-commerce Platform3%–
Offline Stores4%5.5% (Actual value)

Common Misconception Alert: Many enterprises, when dealing with combined error rates, often focus only on the final value and overlook its distribution pattern. A power-law distribution means that a few data points can have a huge impact on the overall error. Therefore, when analyzing data, one cannot simply use the average value for measurement; instead, abnormal data points must be thoroughly investigated.

02

II. Non-Linear Loss in Data Cleaning (35% Hidden Cost )

Data cleaning is a crucial step in BI report generation, e-commerce sales data analysis , and financial risk control data mining processes. However, the non-linear loss present during data cleaning is often overlooked by enterprises, concealing up to 35% in hidden costs .

Taking a listed FinTech company located in Shanghai as an example, when conducting financial risk control data mining, they needed to clean a large volume of customer transaction data. During the cleaning process, they found that the data loss was not linear. Some seemingly simple data cleaning operations, such as removing duplicates and filling in missing values, could have unexpected impacts on subsequent data analysis.

Through detailed cost accounting, they found that the hidden costs of data cleaning mainly include the following aspects: First, human resource costs, as data cleaning requires professional data analysts to spend a significant amount of time and effort. Secondly, time costs, as the cleaning process may require repeated debugging and verification, leading to project delays. Finally, technology costs, as to improve the efficiency and accuracy of data cleaning, enterprises need to invest heavily in purchasing advanced BI reporting tools and data cleaning software.

Cost Calculator: Suppose an enterprise needs to process 1 million data records annually, and the average cost of data cleaning is 0.1 yuan per record. If the non-linear loss in data cleaning is 35%, then the enterprise's annual hidden cost for data cleaning will reach: 1 million × 0.1 yuan × 35% = 35,000 yuan.

03

III. Diminishing Marginal Returns of Smart Validation

In the application of BI reporting tools, e-commerce sales data analysis, and financial risk control data mining, smart validation is an important means to improve data accuracy and reliability. However, as the number of validations increases, the diminishing marginal returns of smart validation gradually become apparent.

Taking a startup internet finance enterprise located in Beijing as an example, when using BI reporting tools for financial risk control data mining, they set up multiple smart validation rules to ensure data accuracy. In the initial stage, smart validation indeed effectively improved data quality, reducing the error rate from 10% to 5%. However, as the number of validations further increased, the rate of error reduction became progressively slower.

Analysis revealed that the diminishing marginal returns of smart validation are mainly caused by the following reasons: First, as the number of validations increases, fewer errors can be discovered and corrected. Secondly, smart validation algorithms themselves have certain limitations and may not accurately identify some complex error patterns. Finally, excessive validation can lead to a decrease in data processing efficiency and increase enterprise operating costs.

Technical Principle Card: The technical principle of smart validation is primarily to automatically check and verify data using preset rules and algorithms. Common validation rules include data format validation, data range validation, data logic validation, etc. However, due to the complexity and diversity of data, smart validation algorithms need to be continuously optimized and updated to improve their accuracy and reliability.

04

IV. Anomaly Detection Rate of Reverse Validation (12-Month Cyclical Pattern)

In the use of BI reporting tools, e-commerce sales data analysis, and financial risk control data mining, reverse validation is an effective anomaly detection method. By performing reverse validation on data, some anomalies that are difficult to detect with traditional methods can be uncovered. Furthermore, a 12-month cyclical pattern has been discovered in practical applications.

Taking an e-commerce enterprise located in Hangzhou as an example, they adopted the reverse validation method when conducting sales data analysis. By comparing actual sales data with predicted data, they discovered some abnormal sales fluctuations. Further analysis revealed that these abnormal fluctuations exhibited a clear 12-month cyclical pattern.

Through in-depth research, they found that this 12-month cyclical pattern is mainly caused by the following reasons: First, December is traditionally the peak season for the e-commerce industry, with increased consumer purchasing demand leading to significant fluctuations in sales data. Secondly, December is also the period for enterprises to conduct year-end promotions and settlements, and some special sales strategies and financial treatments can also affect the data. Finally, factors such as weather and holidays in December can also have a certain impact on consumer purchasing behavior.