Short Video Marketing or Live Streaming Marketing: Choice of Marketing Strategies for Retailers
Abstract
1. Introduction
1.1. Background and Motivation
1.2. Research Questions and Major Findings
1.3. Contribution Statement and Structure of This Paper
2. Literature Review
2.1. Short Video Marketing
2.2. Live Streaming Marketing
2.3. Literature Review Summary
3. Model
3.1. Problem Description
3.2. Strategy S
3.3. Strategy L
3.4. Strategy H
4. Strategy Comparison and Analysis
4.1. Analysis of the Impact of Different Strategies on the Retailer’s Pricing and Demand
4.2. Analysis of the Retailer’s Strategic Choices
5. Expansion
5.1. Consumer Surplus and Social Welfare
5.2. Impact of Fan Quantity
6. Results
Author Contributions
Funding
Data Availability Statement
Conflicts of Interest
Abbreviations
SVM | short video marketing |
LSM | live streaming marketing |
MCN | multichannel networks |
Appendix A. Proofs of Lemmas and Corollaries
- By substituting into and , since and , we can conclude that is a concave function of and that there exists a unique optimal solution. Setting , the optimal solution under Strategy L can be obtained as , where . Notably, because , it is necessary to ensure that holds true.
- By substituting and into the retailer’s demand and profit functions, the optimal demand is obtained, and the optimal profit is obtained. □
- By substituting into and , since and , we can conclude that is a concave function of and that there exists a unique optimal solution. Setting , the optimal solution under Strategy L can be obtained as , where . Notably, because , it is necessary to ensure that holds true.
- By substituting and into the retailer’s demand and profit functions, the optimal demand is obtained, and the optimal profit is obtained. □
- By substituting into , since , we can conclude that is a concave function of and that there exists a unique optimal solution. Setting , the optimal price under Strategy H can be obtained as .
- By substituting into , since the Hessian matrix is negative definite, i.e., since and , we can conclude that is a concave function of and and that there exists a unique optimal solution. Setting , the optimal solution under Strategy H can be obtained as , where . Notably, because , it is necessary to ensure that holds true.
- By substituting , , and into the retailer’s demand and profit functions, the optimal demand is obtained, and the optimal profit is obtained. □
Appendix B. Pairwise Comparisons of the Three Strategies
Appendix C. Proofs of Propositions
- Combining the results of the price comparison, we obtain the following:
- ; therefore, .
- ; therefore, . □
- Combining the results of the profit comparison when , we obtain the following:
- The thresholds for profit comparison are comprehensively compared when and . Thus, when , and ; when , and .
- Therefore, the following synthesis can be obtained:
- Because , , and , while , and are greater than zero, by combining the results of the demand comparison, we can obtain the result of Proposition 5 as follows:
Appendix D. Sensitivity Analysis and Parameter Rationality Explanation
Parameters | Definition | Bound | Origin | Rationale |
---|---|---|---|---|
Sales price of a retailer’s product | Classical demand function theory (such as linear price-demand relationship) | Refer to Liu et al. [16] | ||
Number of short videos, reflecting the promotional effort of SVM | The law of diminishing marginal utility | Refer to Cheng et al. [31] | ||
Promotional effort of LSM | The law of increasing marginal cost | Refer to He et al. [13] | ||
Potential market size | The active user base of the platform (for example, Douyin‘s clothing market has approximately 120 million users) | Refer to Niu et al. [61] | ||
Production cost per unit of short video | Cost control for short video production (Clothing category: 500–2000 yuan per video) | Need to ensure that the profit is greater than 0 | ||
Sensitivity coefficient of consumers to SVM | Suppose consumers are more sensitive to SVM than to LSM (based on user browsing duration data) | Refer to He et al. [14] | ||
Sensitivity coefficient of consumers to LSM | Assumed that the direct pull effect of LSM’s real-time interactivity on demand is relatively weak | Refer to Zhang et al. [12] | ||
Commission rate for SVM | The actual commission rate range of the platform (for example, the commission rate of Douyin is usually less 50%) | Refer to Niu et al. [62] | ||
Commission rate for LSM | The reasons are the same as above. | Refer to Niu et al. [62] | ||
Mixed commission rate | The reasons are the same as above. | Make assumptions based on the actual situation | ||
Slotting fee | Distinguish between merchant self-LSM and influencer LSM | Refer to Wang et al. [50] |
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Study | SVM | LSM | Dual-Channel | Influencer Contract Design | Cost Structure | Demand Form | Competitive Setting |
---|---|---|---|---|---|---|---|
Wang et al. [15] | × | √ | × | × | × | Nonlinear | × |
Chen et al. [42] | × | √ | √ | × | Commission + slotting fee | Linear | × |
Lu et al. [17] | × | √ | √ | × | Commission + slotting fee | Stochastic | Dual-channel competition |
Wang et al. [44] | × | √ | √ | √ | Commission | × | Dual-channel competition |
Lu et al. [34] | √ | × | √ | × | Commission | Stochastic | Dual-channel competition |
He et al. [14] | √ | × | √ | × | Commission + slotting fee | Linear | Dual-channel competition |
Lei et al. [45] | × | × | √ | × | × | Linear | Co-opetition |
Zhang et al. [12] | × | √ | × | √ | Commission + slotting fee | Linear | × |
Yang et al. [46] | × | √ | × | √ | Commission + slotting fee | Nonlinear demand | × |
Our work | √ | √ | √ | × | Commission + slotting fee | Nonlinear | × |
Symbol | Meaning |
---|---|
Decision variables | |
Sales price of a retailer’s product | |
Number of short videos, measured as the total count obtained from the platform’s backend data | |
Promotional effort of LSM, measured as the proportion of time spent on product demonstrations | |
Parameters | |
Potential market size | |
Production cost per unit of short video | |
Sensitivity coefficient of consumers to SVM | |
Sensitivity coefficient of consumers to LSM | |
Commission rate for SVM | |
Commission rate for LSM | |
Mixed commission rate | |
Slotting fee | |
Superscripts | |
S | Short video strategy |
L | Live streaming strategy |
H | Hybrid strategy |
Subscripts | |
r | Retailer |
m | MCN |
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Feng, S.; Yuan, R.; Liu, J. Short Video Marketing or Live Streaming Marketing: Choice of Marketing Strategies for Retailers. Mathematics 2025, 13, 2675. https://doi.org/10.3390/math13162675
Feng S, Yuan R, Liu J. Short Video Marketing or Live Streaming Marketing: Choice of Marketing Strategies for Retailers. Mathematics. 2025; 13(16):2675. https://doi.org/10.3390/math13162675
Chicago/Turabian StyleFeng, Shuai, Rui Yuan, and Jiqiong Liu. 2025. "Short Video Marketing or Live Streaming Marketing: Choice of Marketing Strategies for Retailers" Mathematics 13, no. 16: 2675. https://doi.org/10.3390/math13162675
APA StyleFeng, S., Yuan, R., & Liu, J. (2025). Short Video Marketing or Live Streaming Marketing: Choice of Marketing Strategies for Retailers. Mathematics, 13(16), 2675. https://doi.org/10.3390/math13162675