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A Blotto Game with Multi-Dimensional Incomplete Information. (2010). Roberson, Brian ; Kovenock, Dan.
In: Purdue University Economics Working Papers.
RePEc:pur:prukra:1262.

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  4. Che, Y.-K., & Gale, I. (1998) Standard auctions with ïnancially constrained bidders. Review of Economic Studies. 65:1-22.

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  6. Krishna, V., & and Morgan, J. (1997) An analysis of the war of attrition and the all-pay auction. Journal of Economic Theory. 72:343-362.

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  2. Algorithm for Computing Approximate Nash Equilibrium in Continuous Games with Application to Continuous Blotto. (2021). Ganzfried, Sam.
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  3. Algorithm for Computing Approximate Nash equilibrium in Continuous Games with Application to Continuous Blotto. (2020). Ganzfried, Sam.
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  4. A Class of N-player Colonel Blotto games with multidimensional private information. (2019). Kovenock, Dan ; Ewerhart, Christian.
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  5. Stochastic asymmetric Blotto games: An experimental study. (2017). Matros, Alexander ; Duffy, John.
    In: Journal of Economic Behavior & Organization.
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  6. Contests with small noise and the robustness of the all-pay auction. (2017). Ewerhart, Christian.
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  7. An asymmetric lottery Blotto game with a possible budget surplus and incomplete information. (2017). Kim, Jeongsim.
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  8. Focality and asymmetry in multi-battle contests. (2016). Wilcox, Nathaniel ; Rojo Arjona, David ; Kovenock, Dan ; Chowdhury, Subhasish.
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  9. Focality and Asymmetry in Multi-battle Contests. (2016). Wilcox, Nathaniel ; Rojo Arjona, David ; Kovenock, Dan ; Chowdhury, Subhasish.
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  10. Waging simple wars: a complete characterization of two-battlefield Blotto equilibria. (2015). Macdonell, Scott ; Mastronardi, Nick .
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  13. Advances in Auctions. (2014). Zamir, Shmuel ; Kaplan, Todd.
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  14. Advances in Auctions. (2014). Zamir, Shmuel ; Kaplan, Todd.
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  15. Advances in Auctions. (2014). Zamir, Shmuel ; Kaplan, Todd.
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  16. The Value of Information in Asymmetric All-Pay Auctions. (2013). Seel, Christian.
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  17. Stochastic Asymmetric Blotto Games: Theory and Experimental Evidence. (2013). Matros, Alexander .
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  18. Information alliances in contests with budget limits. (2012). Konrad, Kai.
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  19. Contests with Incumbency Advantages: An Experiment Investigation of the Effect of Limits on Spending Behavior and Outcome. (2012). Otsubo, Hironori.
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  20. A Colonel Blotto Gladiator Game. (2012). Scarsini, Marco ; Rinott, Yosef ; Yu, Yaming .
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  21. All-pay war. (2012). Yektas, Hadi ; Hodler, Roland.
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  23. A Blotto game with multi-dimensional incomplete information. (2011). Roberson, Brian ; Kovenock, Dan.
    In: Economics Letters.
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  24. Colonel Blotto und seine ökonomischen Anwendungen. (2011). Homburg, Stefan.
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  25. Information alliances in contests with budget limits. (2010). Konrad, Kai.
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  27. A Blotto Game with Multi-Dimensional Incomplete Information. (2010). Roberson, Brian ; Kovenock, Dan.
    In: Purdue University Economics Working Papers.
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  37. Pure strategy equilibria of single and double auctions with interdependent values. (2009). de Castro, Luciano ; Araujo, Aloisio.
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  40. Private versus complete information in auctions. (2008). Morath, Florian ; Munster, Johannes .
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  42. Rank-Based Methods for the Analysis of Auctions. (2008). Hopkins, Ed.
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  47. Cross and Double Cross: Comparative Statics in First Price Auctions. (2007). Kornienko, Tatiana ; Hopkins, Ed.
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  64. Altruism and Envy in Contests: An Evolutionarily Stable Symbiosis. (2002). Konrad, Kai.
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  65. Bidding for a group-specific public-good prize. (2001). Kim, In-Gyu ; Na, Sunghyun ; Baik, Kyung Hwan .
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  66. The Optimal Allocation of Prizes in Contests. (2001). Moldovanu, Benny ; Sela, Aner.
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  68. Difference-form contest success functions and effort levels in contests. (1998). Baik, Kyung Hwan .
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  69. The symmetric multiple prize all-pay auction with complete information. (1998). Kovenock, Dan ; Barut, Yasar.
    In: European Journal of Political Economy.
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