Hal Varian (Google Chief Economist) – Nash equilibria and bidding in Google Auctions (Feb 2006)
Chapters
00:00:14 Google Auction Economics: The Nash Equilibrium
Auction History: Initial concept: Auctioning search results was proposed by an Idea Factory employee inspired by Charlie Plott’s auction course. Split into separate auctions: The idea evolved into auctioning ad space and generating algorithmic search results. Early implementation: GoTo (later Overture) commercialized the ad auction model. Google’s adoption: Google adopted the ad auction model from Overture in 2001.
Key Features of the Google Auction: Second-price auction: Advertisers pay the bid of the advertiser just below them, not their own bid. Ranked by impression bid: Ads are ranked by the product of bid and predicted click-through rate, not just the bid. Alignment of interests: The model aligns publisher and advertiser interests by allowing the publisher to sell impressions while advertisers pay for clicks, a valuable innovation.
Advertiser Value and Bids: Value per click: Advertisers have a value for each click representing the expected profit from a website visitor. Bidding strategy: Advertisers bid based on their value per click, intending to secure the most prominent position for their ad.
Payments and Payouts: Payout calculation: An advertiser’s payout is the value per click minus the price paid (bid of the advertiser below) multiplied by the number of clicks received.
Ad Quality and Click-through Rates: Ad quality: The real auction further orders advertisers by ad quality, which is essentially the predicted click-through rate multiplied by the bid. Click-through rates: Click-through rates vary as expected, with the top positions receiving the most clicks.
00:12:37 Symmetric Nash Equilibria in Generalized Second Price Auctions
Introduction: Explores the generalized second price auction model used in Internet advertising. Presents an example with four positions and four bidders to illustrate the concept. Discusses the Nash equilibrium and the conditions for bidding to satisfy the equilibrium.
Nash Equilibrium: Defines Nash equilibrium as a set of bids where no bidder can increase their profit by changing their bid, assuming others’ bids remain unchanged. Presents mathematical inequalities characterizing a Nash equilibrium. Rearranges the inequalities to show that a bidder’s payment per click in position i should be less than the payment if they were to move up to position j, plus the value of incremental clicks.
Symmetric Nash Equilibrium: Introduces the concept of symmetric Nash equilibrium, where bids are monotone and satisfy certain inequalities. Shows that symmetric Nash equilibrium inequalities imply the previously defined Nash equilibrium inequalities.
Properties of Symmetric Nash Equilibrium: Symmetric Nash equilibrium inequalities are simple and easily manipulated. Satisfying the inequalities for one-step movement also satisfies them for any number of steps. Provides a recursive formula to solve for a symmetric Nash equilibrium. Largest and smallest bids solving the symmetric Nash equilibrium are determined by these inequalities.
Conclusion: Summarizes the generalized second price auction model and the concept of Nash equilibrium. Presents a method for finding a subset of equilibria called symmetric Nash equilibrium, which has a simple and clean solution. Mentions that this solution is equivalent to a paper by Edelman, Ostrowski, and Schwartz on Internet advertising.
00:19:54 Equilibrium in Online Auctions with Reserved Prices
Confusing Conditions for Equilibrium: Equilibrium in a Google auction is not achieved by truthful bidding. Advertisers report a weighted average of their value and the bid of the advertiser below them. The weights depend on the relative click-through rates of the advertisers. An excluded bidder may bid their true value, or a reserve price might exist.
Determining Bid Values: Advertisers do not have direct knowledge of other bids during the auction. They experiment and adjust their bids to maintain a particular position. Modeling assumes knowledge of other bids, similar to Nash equilibrium. Dynamic exploration of bids could lead to unpredictable behavior.
Bid Values and Revenue: Bid values for each position can be derived from the model. Total auction revenue is calculated using a specific expression.
Bid and Value Relationship: In equilibrium, an advertiser’s value is trapped between upper and lower bounds. These bounds are determined by marginal costs.
00:26:05 Exploring the Dynamics of Online Advertising Auctions
Bidding Rules: Advertisers set bids based on the incremental cost-per-click value proposition. Bidding should stop when the incremental cost per click exceeds the value of that click to the advertiser.
Calculating Equilibrium: Finding the equilibrium for the bidding process is not necessary. Market testing through repeated bidding experiments can effectively determine the optimal bid for advertisers.
Factors Influencing Bids: Advertiser awareness of the impact of increased bids on clicks. Evaluating the value of additional clicks against the increased cost.
Intermediary Role: Search Engine Management (SEM) and Search Engine Optimization (SEO) companies often assist advertisers in bid optimization. These intermediaries understand advertiser objectives, the bidding model, and ways to optimize for specific goals.
Bid Frequency: Bids can be changed continuously using an Application Programming Interface (API). The system updates bids in real time.
Defining the Market: Keywords used by advertisers determine who they compete against in the auction. Matching queries to keywords can be specified as broad, exact, phrase, or negative match. Advertisers define the target audience through language and geographical specifications (known as day parting).
00:32:13 Understanding the Role of Incremental Cost per Click in Profit Maximization
Bid Optimization and Equilibrium: In online advertising auctions, the equilibrium state ensures that the incremental cost per click increases with the click-through rate. This is because a decrease in incremental cost with increasing bid would lead to buying expensive clicks and missing out on cheap ones, which cannot occur in equilibrium.
Supply Curve of Clicks: The other bidders in the auction collectively define a supply curve of clicks. Advertisers can pick their desired position on this supply curve based on their value per click.
Incremental Cost and Profit Maximization: The incremental cost per click is represented by the slope of the line connecting clicks (horizontal axis) and expenditure (vertical axis). Profit maximization involves finding the point where the iso-profit line (negative of profit with vertical intercept) intersects the supply curve.
Convex Optimization: Profit maximization can be viewed as a convex optimization problem. By adjusting the iso-profit line, advertisers can find the optimal point that maximizes their profit.
Value Range Consistency: The profit-maximizing point implies a range of possible values for the advertiser. This range is determined by the geometry of the supply curve and the iso-profit line. Observing the advertiser’s optimized position reveals the upper and lower bounds of their value range.
00:35:51 Click-Through Rates in Online Advertising
Expected Revenue vs. Per-Click Value Traditional bidding models consider only the per-click value, which may not lead to optimal revenue. Expected revenue considers the product of per-click value and the number of clicks, ensuring the most profitable ad placement.
Position vs. Ad Quality Effects CTR (click-through rate) is influenced by two effects: Position-specific effect (ZI) indicates additional clicks due to more prominent placement. Ad quality effect (EI) represents clicks an ad would receive in an average position.
Multiplicative Click-Through Rate Model CTR is modeled as the product of ZI and EI, allowing for separate treatment of position and quality effects.
Maintaining Ad Quality Across Positions Ad quality (EI) remains consistent regardless of position, ensuring that high-quality ads continue to attract clicks even in lower positions.
Ranking Bidders by Expected Revenue Bidders are ranked based on EI × BI (ad quality × bid), prioritizing ads with both high quality and bid value.
Ad Quality as Predicted Click-Through Rate Ad quality can be approximated by the predicted click-through rate, leading to the calculation of cost per impression or price per impression.
Introduction: In this chapter, Hal Varian delves into the application of auction theory in online advertising, particularly focusing on the pricing of ads. He introduces the notion of value per impression and highlights the importance of estimating the number of clicks an ad is likely to receive.
Logistic Regression Estimation: Varian emphasizes the use of logistic regression to predict click-through rates (CTRs) for individual ads based on historical data and various factors such as the day of the week, country, and ad creative. He notes that the model involves millions of observations and predictors and is heavily influenced by historical evidence.
Dynamic Pricing and Nash Equilibrium: Varian introduces the concept of dynamic pricing, where the price an advertiser pays is determined based on the quality of their ad relative to others. This leads to the Nash equilibrium, where no advertiser can improve their position by unilaterally changing their bid. The price paid is a function of the advertiser’s bid and their ad’s predicted CTR.
Empirical Analysis of Auction Data: To analyze the empirical implications of the theoretical model, Varian presents data on cost-per-click (CPC) distributions for different keyword auctions. He demonstrates that the actual CPC function closely resembles an increasing convex function, supporting the theoretical predictions.
Perturbation Analysis: Varian conducts a perturbation analysis to assess how much the data needs to be modified to satisfy the Nash equilibrium conditions. The results show that the average absolute deviation required is around 5%, indicating a good fit between the model and the observed data.
Implications for Learning and Experimentation: Varian acknowledges that the learning process in online advertising involves experimentation and adjustments to bids based on observed performance. He suggests that the observed deviations from the theoretical model can be attributed to advertisers experimenting to find their optimal positions.
Validation through Implied Value Per Click: To validate the model further, Varian calculates the implied value per click for advertisers based on their bids and compares it with the actual CPC they pay. He finds that the upper and lower bounds on the implied value per click align well with the actual prices, supporting the model’s predictions.
00:48:44 Analyzing Cost Per Acquisition and Lifetime Value in Online Advertising
An Overview of Cost per Acquisition (CPA): The cost per acquisition (CPA) represents the cost incurred by a business to acquire a new customer through advertising. Online advertising platforms, such as search engines and social media, provide valuable insights into the CPA for different advertising methods, such as mail order catalogs, direct marketing, and others. The CPA across various media tends to be equalized, indicating a competitive equilibrium in the advertising market.
Examining a Specific Example: A table with various rows and columns presents cost per click (CPC) data for different positions on a search engine results page (SERP). The CPC reflects the lifetime value of a customer, especially for products with repeat buyers, such as wine, vitamin pills, and diet pills. Conversely, products with a low likelihood of repeat visits, such as debt consolidation, may still be profitable due to the high revenue generated from each customer.
Understanding the Bounds: The lower and upper bounds for the CPA can be estimated based on the available data. The lower bound is determined by the reserve price, below which the advertiser would not advertise, while the upper bound is influenced by various factors, including competition and market dynamics. The fitted bounds provide a tighter range for the CPA, offering a more accurate estimate.
Conclusion: The analysis of CPA in online advertising helps businesses understand the effectiveness and efficiency of their advertising campaigns. By considering factors such as lifetime value, repeat purchases, and competition, advertisers can make informed decisions to optimize their advertising strategies and maximize their return on investment (ROI).
00:51:59 Auctions, Brand Value, and Vickrey-Clark-Groves Mechanism
Brand Value: Ad impressions can impact brand perception, influencing future visits and offline purchases.
Nash Equilibrium: Google auction data fits Nash equilibrium well. Values are reasonable.
VCG Auctions: In a VCG auction, advertisers report value per click. Advertisers are assigned positions to maximize total page value. Payment is based on the value gained by other advertisers from the advertiser’s presence. The dominant strategy equilibrium for a VCG auction is the same as the lower bound on the Nash equilibrium in a generalized second price auction. This result is related to a series of papers by David Gale and his co-authors on generalized assignment problems.
00:56:18 Understanding VCG and Second-Price Auctions for Online Advertising
Key Points: The author, Hal Varian, specializes in analyzing online advertising, particularly the use of keyword auctions to determine ad placements.
Google’s Web Page: Google’s web page displays top and right-hand side ads, with ads ranked based on bids per click.
Auction Principles: Auctions allocate resources to the highest bidders, with the goal of maximizing revenue. The effectiveness of keyword auctions lies in their ability to allocate ad space to those willing to pay the most for it.
Revenue Bounds: The author presents revenue bounds, including the lower and upper bounds, similar to those discussed in the previous session.
Position-Specific Effects: The value of ad positions can vary depending on their placement on the page. Challenges arise in determining the precise effects of each position on click rates.
Interpretations of Click-Through Rates: Three interpretations of click-through rates exist: The number of clicks an ad receives in a particular position. The actual number of clicks received on a given day. The expected number of clicks in a given position.
Determining Average Clicks: The average number of clicks in a position can be calculated by experimentation and repetition.
VCG Auction: The VCG auction is typically based on the expected cost that an advertiser imposes on others.
Actual Clicks-Based Approach: The author proposes an alternative approach based on actual clicks, arguing that it yields the same expected payoff as VCG.
Charging and Crediting Mechanisms: In this approach, the advertiser in a lower position is charged the bid of the advertiser below them, while advertisers above the clicked ad are credited.
Impact on Others’ Value: The impact on others’ value is determined by comparing the click outcomes with and without the presence of a specific advertiser.
Click Scenarios: The author illustrates the impact of clicks in various positions on the values of other advertisers.
01:04:20 Estimating Value in Search Engine Advertising Markets
Main Points: The expected revenue from using VCG for search engine advertising is the same as using a simplified method that considers only the number of clicks. Advertisers’ behavior can be seen as maximizing the value of clicks times the number of clicks minus the cost of clicks. The marginal cost of the number of clicks is equal to average cost. The value of search engine advertising can be estimated by observing advertisers’ bids and using the assumption that they are profit-maximizing. The estimated value-cost ratio of search engine advertising is between 2 and 2.3. Search engine advertising creates substantial economic surplus by putting the market in place and creating value.
01:11:58 Economic Indicators and User Behavior in Online Markets
Two-Sided Matching Problems in Online Dating: Ali Hurtaxu’s study at the University of Chicago highlights online dating trends. Surprisingly, there are more blondes in online dating markets compared to real life. Shaved heads are considered more attractive than bald heads in online dating. These insights are based on revealed preferences, reflecting actual user behavior.
Google Trends and Economic Activity: Google Trends provides data on search queries, allowing for insights into economic activity. Correlation exists between search queries and contemporaneous economic activity. Real estate queries, tourist destinations, and housing sales show strong correlations. Google Trends can help predict near-term economic trends, such as real estate market activity.
Search Behavior and Cost of Clicking: A.T. and Ellison’s model explores the cost of clicking ads and how it affects user behavior. Different users have different costs of clicking, leading to variations in the number of ads they click. This framework applies to search behavior in online advertising.
Exclusivity in Advertisements: Google does not engage in exclusive advertisements, where only one ad is shown on a page. The model assumes each ad operates independently, with limited externalities between ads. Giving users a variety of choices is prioritized to enhance their experience. Different users may have different preferences, and showing multiple ads accommodates this.
Television Advertising: Television advertising follows rules, where a set of ads in a given time segment is called a pod.
01:18:19 Understanding Exclusivity in Online Advertising
Ad Exclusivity: Auto advertisers prefer exclusivity to prevent confusion among similar ads, ensuring ads are separated in time.
Limited Ad Slots: Google has a limited number of ad slots, usually 11 per page, with three top ads and eight right-hand side ads.
Exclusivity per Page: Google ensures that only one ad from a given advertiser appears on a page to avoid a bad user experience.
Landing Page Quality and Affiliates: Landing page quality is important to avoid users clicking on ads that lead to the same destination. Affiliates, like Amazon’s, may have multiple ads for the same product or service.
Car Manufacturer and Dealers: Car manufacturers and their dealers may have separate ads for the same product, representing different business units.
Duplicate Landing Pages: Multiple ads leading to the same landing page are generally avoided, as it’s a negative user experience.
Inequalities in Surplus to Cost Ratio: Advertisers with higher surplus to cost ratios often have sophisticated strategies and understand the relationship between bids, clicks, and keywords.
Providing Guidance to Small Advertisers: Initiatives are underway to provide more information and guidance to smaller advertisers to help them bid more intelligently.
Reducing Noise in the System: Providing better guidance to advertisers aims to reduce noise in the system, helping advertisers make more informed bidding decisions.
Abstract
Understanding the Dynamics of Google’s Auction System: A Deep Dive into the Nash Equilibrium and Advertising Strategies
In the rapidly evolving world of online advertising, Google’s auction system stands as a pivotal model for digital marketplaces. This article delves into the intricate workings of this system, as explained by Hal Varian, a prominent economist at Google. By dissecting the Nash equilibrium within the context of Google’s auction strategy, the evolution of the auction system, and the strategies employed by advertisers, this piece aims to provide a comprehensive understanding of the mechanisms that drive one of the world’s most influential advertising platforms.
The Genesis and Evolution of Google’s Auction System
Google’s auction system, a cornerstone of its advertising success, underwent significant evolution. Initially conceptualized to auction search results, the model has matured into auctioning ad space. This system, characterized as a second-price auction, allows advertisers to bid for clicks, where the payment is pegged to the bid below the winning bid. This structure aims to ensure that advertisers with higher-value bids gain more prominent positions, enhancing the probability of receiving clicks. Importantly, Varian stresses that advertisers incur costs only when users engage with their ads, creating a synergy between advertisers and publishers.
The origins of Google’s auction system can be traced back to an employee of the Idea Factory who was inspired by Charlie Plott’s auction course. The system evolved from auctioning search results to auctioning ad space while generating algorithmic search results. This transition occurred around the time when GoTo, later known as Overture, commercialized the ad auction model, which Google adopted in 2001. The key feature of Google’s auction is its employment of a second-price auction mechanism, where advertisers pay the bid of the advertiser just below them, not their own bid. Ads are ranked by the product of their bid and predicted click-through rate, not just the bid. This innovative model aligns publisher and advertiser interests by allowing the publisher to sell impressions while advertisers pay for clicks.
The Intricacies of Nash Equilibrium in Auctions
The Nash equilibrium, a fundamental concept in game theory, finds a specific application in Google’s auction system. This equilibrium exists when no bidder can improve their profit by unilaterally changing their bid, assuming others’ bids remain constant. A subset of this, the symmetric Nash equilibrium, involves monotone bids satisfying certain inequalities. Understanding these equilibria is crucial as they dictate the strategic bidding behavior in auctions. The work of Edelman, Ostrovsky, and Schwartz, which resonates with Varian’s findings, further illuminates this concept.
In the context of generalized second price auctions used in Internet advertising, an example with four positions and four bidders illustrates the Nash equilibrium and the conditions for bidding to satisfy this equilibrium. The Nash equilibrium is defined as a set of bids where no bidder can increase their profit by changing their bid, assuming others’ bids remain unchanged. The symmetric Nash equilibrium introduces the concept where bids are monotone and satisfy certain inequalities. It demonstrates that symmetric Nash equilibrium inequalities imply the previously defined Nash equilibrium inequalities and provides a recursive formula to solve for a symmetric Nash equilibrium.
Bidding Strategies in Sponsored Search Auctions
In sponsored search auctions, equilibrium bids diverge from bidders’ true values. Instead, these bids represent a weighted average of the bidder’s value and the bid immediately below them, influenced by relative click-through rates. This complex interplay of bids and values, defined by marginal costs or the incremental cost per click of moving up a position, shapes advertisers’ strategies.
Equilibrium in a Google auction is not achieved by truthful bidding. Advertisers report a weighted average of their value and the bid of the advertiser below them. The weights depend on the relative click-through rates of the advertisers. An excluded bidder may bid their true value, or a reserve price might exist. Advertisers do not have direct knowledge of other bids during the auction. They experiment and adjust their bids to maintain a particular position. Modeling assumes knowledge of other bids, similar to Nash equilibrium. Dynamic exploration of bids could lead to unpredictable behavior.
Advertisers set bids based on the incremental cost-per-click value proposition. Bidding should stop when the incremental cost per click exceeds the value of that click to the advertiser. Finding the equilibrium for the bidding process is not necessary. Market testing through repeated bidding experiments can effectively determine the optimal bid for advertisers. Advertiser awareness of the impact of increased bids on clicks, and evaluating the value of additional clicks against the increased cost is crucial.
Search Engine Management (SEM) and Search Engine Optimization (SEO) companies often assist advertisers in bid optimization. These intermediaries understand advertiser objectives, the bidding model, and ways to optimize for specific goals. Bids can be changed continuously using an Application Programming Interface (API). The system updates bids in real time.
Keyword Bidding and Market Definition
Advertisers strategically bid on keywords to position their ads effectively in search results. They employ specific bidding rules to balance the maximization of click value against budget constraints. Factors like language, geography, and time of day play a crucial role in defining the market for these ads. Additionally, advertisers often engage intermediaries like SEMs or SEOs to optimize their bidding strategies.
Keywords used by advertisers determine who they compete against in the auction. Matching queries to keywords can be specified as broad, exact, phrase, or negative match. Advertisers define the target audience through language and geographical specifications, a practice known as day parting. Google offers auto advertisers the option of ad exclusivity, which prevents multiple ads from the same advertiser from appearing on the same page. Google has a limited number of ad slots, usually 11 per page, with three top ads and eight right-hand side ads. Google ensures that only one ad from a given advertiser appears on a page to avoid a bad user experience.
Landing page quality is crucial to prevent users from clicking on ads that lead to the same destination. Affiliates, like those of Amazon, may have multiple ads for the same product or service. Car manufacturers and their dealers may have separate ads for the same product, representing different business units. Generally, multiple ads leading to the same landing page are avoided, as it results in a negative user experience.
The Economics of Click-Through Rates and Ad Placement
The relationship between click-through rates, ad quality, and bid amounts is central to ad placement and profitability. Ads with higher click-through rates can outperform those with higher bids, underlining the importance of ad quality. This dynamic guides the ranking of advertisers and ultimately determines ad placement.
Real-World Data and Nash Equilibrium in Google’s Auctions
Empirical analysis of Google’s auction system reveals a convex relationship between cost and click-through rate, aligning with Nash equilibrium predictions. The observed cost functions, exhibiting monotone convex characteristics, suggest that the system effectively maintains a balance between clicks and costs, ensuring value consistency for advertisers.
Broader Implications and Additional Insights
The system not only facilitates direct sales but also builds brand value. Cost per acquisition metrics, varying across products, offer insights into the lifetime value of customers versus immediate profits. Varian highlights the alignment between VCG auctions, promoting truthful bidding, and Google’s auction system, where the dominant strategy equilibrium in VCG auctions corresponds with the Nash equilibrium in Google auctions. Beyond auction mechanics, user behavior and external factors like online trends and search behavior significantly influence advertising dynamics.
Advertisers do not have direct knowledge of other bids during the auction and adjust their bids to maintain a particular position. Bid values for each position can be derived from the model, and the total auction revenue is calculated using a specific expression. In equilibrium, an advertiser’s value is trapped between upper and lower bounds determined by marginal costs.
In online advertising auctions, the equilibrium state ensures that the incremental cost per click increases with the click-through rate. This is because a decrease in incremental cost with increasing bid would lead to buying expensive clicks and missing out on cheap ones, which cannot occur in equilibrium.
The other bidders in the auction collectively define a supply curve of clicks. Advertisers can pick their desired position on this supply curve based on their value per click. The incremental cost per click is represented by the slope of the line connecting clicks (horizontal axis) and expenditure (vertical axis). Profit maximization involves finding the point where the iso-profit line (negative of profit with vertical intercept) intersects the supply curve.
Profit maximization can be viewed as a convex optimization problem. By adjusting the iso-profit line, advertisers can find the optimal point that maximizes their profit. The profit-maximizing point implies a range of possible values for the advertiser. This range is determined by the geometry of the supply curve and the iso-profit line. Observing the advertiser’s optimized position reveals the upper and lower bounds of their value range.
Traditional bidding models consider only the per-click value, which may not lead to optimal revenue. Expected revenue considers the product of per-click value and the number of clicks, ensuring the most profitable ad placement. CTR (click-through rate) is influenced by two effects: Position-specific effect (ZI) indicates additional clicks due to more prominent placement. Ad quality effect (EI) represents clicks an ad would receive in an average position. CTR is modeled as the product of ZI and EI, allowing for separate treatment of position and quality effects.
Ad quality (EI) remains consistent regardless of position, ensuring that high-quality ads continue to attract clicks even in lower positions. Bidders are ranked based on EI × BI (ad quality × bid), prioritizing ads with both high quality and bid value. Ad quality can be approximated by the predicted click-through rate, leading to the calculation of cost per impression or price per impression.
Concluding Thoughts
This exploration of Google’s auction system, through the lens of Hal Varian’s insights and the concept of Nash equilibrium, offers a window into the sophisticated mechanisms driving online advertising. As the digital marketplace continues to evolve, understanding these dynamics remains crucial for advertisers, economists, and digital strategists alike.
Varian emphasizes the importance of logistic regression in estimating click-through rates (CTRs) for individual ads. By utilizing historical data and various factors like day of the week, country, and ad creative, advertisers can predict the likelihood of users clicking on their ads, informing their bidding strategies.
Varian introduces the concept of dynamic pricing in Google’s auction system, where the price paid by an advertiser is determined based on the quality of their ad relative to others. This leads to a Nash equilibrium, where no advertiser can improve their position by unilaterally changing their bid. This equilibrium ensures efficient allocation of ad space and maximizes the overall value generated by the auction.
Varian presents empirical evidence to validate the theoretical predictions of the Nash equilibrium in Google’s auction system. By analyzing cost-per
-click (CPC) distributions for different keyword auctions, he demonstrates that the actual CPC function closely resembles an increasing convex function, supporting the theoretical model. This provides empirical confirmation of the Nash equilibrium’s role in shaping advertiser bidding behavior.
To assess the robustness of the Nash equilibrium in Google’s auction data, Varian conducts a perturbation analysis. He examines how much the data needs to be modified to satisfy the Nash equilibrium conditions. The results show that the average absolute deviation required is around 5%, indicating a good fit between the model and the observed data. This suggests that the Nash equilibrium is a reasonable representation of the strategic bidding behavior in Google’s auction system.
Varian acknowledges the importance of learning and experimentation in online advertising. Advertisers often adjust their bids based on observed performance to find their optimal positions in the auction. The deviations from the theoretical Nash equilibrium can be attributed to this learning process, as advertisers experiment to maximize their returns. This highlights the dynamic nature of online advertising and the need for continuous adaptation to changing market conditions.
To further validate the Nash equilibrium model, Varian calculates the implied value per click for advertisers based on their bids and compares it with the actual CPC they pay. He finds that the upper and lower bounds on the implied value per click align well with the actual prices, supporting the model’s predictions. This provides additional evidence for the validity of the Nash equilibrium in explaining advertiser behavior in Google’s auction system.
Advertisers with higher surplus to cost ratios often have sophisticated strategies and understand the relationship between bids, clicks, and keywords. Initiatives are underway to provide more information and guidance to smaller advertisers to help them bid more intelligently. Providing better guidance to advertisers aims to reduce noise in the system, helping advertisers make more informed bidding decisions.
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