🆚 Equativ vs. Ezoic
- 📈 Ezoic is much more popular than Equativ.
- 🌎 Ezoic is more popular in the United States, the United Kingdom, and Germany.
- 🌍 Equativ is more popular in Turkey, Poland, and Finland.
Type
About
Equativ offers a comprehensive suite of buy-side and sell-side ad tech solutions, including its own independent ad server, SSP and buyer tools.
Ezoic is a technology platform for digital publishers that provides ad revenue optimization solutions and works as a Google-certified publishing partner.
It requires sites using its tools to comply with Google AdSense policies and offers ad layout testing, automated ad placement, demand mediation across multiple ad networks, and analytics to help maximize site revenue.
Headquarters
Pricing
Categories
Popularity
Determined by the number of sites using each technology.
Market share
Popularity by country
Determined by the number of sites detected from each country.
Awards
- ⭐ 8th most popular in Chile in the Advertising category.
- 🔥 12nd most popular in Finland in the Advertising category.
- 🔥 13rd most popular in Argentina in the Advertising category.
- 🔥 14th most popular in France in the Advertising category.
- 🔥 15th most popular in Poland in the Advertising category.
- ⭐ 5th most popular in Australia in the Advertising category.
- ⭐ 5th most popular in Bangladesh in the Advertising category.
- ⭐ 6th most popular in the United States in the Advertising category.
- ⭐ 6th most popular in the Netherlands in the Advertising category.
- ⭐ 6th most popular in Denmark in the Advertising category.
Popularity by domain category
Determined by the number of sites in each category.
Top sites
Top-ranked sites that use these technologies.
Compare alternatives
Technologies with similar characteristics.
See also
🗃️ About This Data
- We evaluate the popularity of technologies based on the number of websites where we detect their usage.
- Technologies without a detectable web footprint, and those we do not track, are not reflected in the calculated market share.
- This report is based on the analysis of 3,365,683 websites.
- Statistics were last calculated on .
- For more details, see our methodology and disclaimer.
Equativ
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