SEQUENTIAL SEARCH SERIES

Zhou, J.: Ordered search in differentiated markets. Wolinsky, A.: True monopolistic competition as a result of imperfect information. Wilson, C.M.: Ordered search and equilibrium obfuscation. Topkis, D.M.: Minimizing a submodular function on a lattice. Stigler, G.J.: The economics of information. Stahl, D.O.: Oligopolistic pricing with sequential consumer search.

Rosen, J.B.: Existence and uniqueness of equilibrium points for concave N-person games. Rhodes, A.: Can prominence matter even in an almost frictionless market? Econ. Reinganum, J.F.: A simple model of equilibrium price dispersion. Quah, J.K.-H., Strulovici, B.: Comparative statics, informativeness, and the interval dominance order. Moraga-González, J.L., Sándor, Z., Wildenbeest, M.R.: Simultaneous Search for differentiated products: the impact of search costs and firm prominence. Milgrom, P., Shannon, C.: Monotone comparative statics.

The average number of comparisons in a sequential search is (N+1)/2 where N is the size of the array. Milgrom, P., Roberts, J.: Rationalizability, learning, and equilibrium in games with strategic complementarities. Sequential search: Searching an element in an array, the search starts from the first element till the last element. Menzio, G., Trachter, N.: Equilibrium price dispersion across and within stores. Menzio, G., Trachter, N.: Equilibrium price dispersion with sequential search. McCall, J.J.: Economics of information and job search. Konovalov, A., Sándor, Z.: On price equilibrium with multi-product firms. Kellogg, R.: Uniqueness in the Schauder fixed point theorem. The sequential search algorithm, also known as linear search, is one of the easiest algorithms out there used for searching for a specific value within an array. Janssen, M.C.W., Parakhonyak, A.: Consumer search markets with costly revisits. Janssen, M.C., Moraga-González, J.L.: Strategic pricing, consumer search and the number of firms. Heinsalu, S.: Competitive pricing despite search costs when lower price signals quality. Haan, M.A., Moraga-González, J.L.: Advertising for attention in a consumer search model. Gaumont, D., Schindler, M., Wright, R.: Alternative theories of wage dispersion. Theory 3, 156–168 (1971)ĭzyabura, D., Hauser, J.R.: Recommending products when consumers learn their preference weights. Econometrica 86, 1257–1281 (2018)Ĭorchón, L.C., Marini, M.A.: Handbook of Game Theory and Industrial Organization, Volume II: Applications, vol. 2, Edward Elgar Publishing (2018)Ĭurtis, E., Wright, R.: Price setting, price dispersion, and the value of money: or, the law of two prices. 26, 285–298 (1989)Ĭhen, Y., Zhang, T.: Equilibrium price dispersion with heterogeneous searchers. Econometrica 51, 955–969 (1983)Ĭarpenter, G.S., Nakamoto, K.: Consumer preference formation and pioneering advantage.

40, 209–233 (2009)īaye, M.R., Morgan, J., Scholten, P.: Information, search, and price dispersion.

To practice all C++ Algorithms, here is complete set of 1000 C++ Algorithms.Anderson, S.P., Renault, R.: Pricing, product diversity, and search costs: a Bertrand–Chamberlin–Diamond model. This implementation uses a singly linked list and sequential search. In this method, the searching begins with searching every element of the list till the required. It does not call either the compareTo() or hashCode() method.

SEQUENTIAL SEARCH SERIES

Sanfoundry Global Education & Learning Series – C++ Algorithms. Sequential Search is the most natural searching method. int BinarySearch ( int a, int start, int end, int item, int iter ) īoth are equally efficient for this search. #include using namespace std // A function implementing Binary search on a sorted array.