30 research outputs found
Report on Bounded Insurance Contracts (Some Developments and Applications on Mathematical Models for Decision Processes)
A Noncooperative Analysis of Spatial Duopoly with Discriminatory Pricing(Optimization Theory in Descrete and Continuous Mathematical Sciences)
N-Person Game of Timing on Sale -Silent Case(The Development of Information and Decision Processes)
Mathematical Models on the Competition for Some Territory(Optimization Theory and its Applications in Mathematical Systems)
A TWO-PERSON INFINITE GAME SUGGESTED FROM A QUIZ OF GUESSING A NUMBER
This paper is purposed to formulate and analyze a two-person infinite game suggested from a quiz of guessing a number which is applicable to a plan of production under an uncertain demand, waiting for a person who arrives at a random time, etc. Shown are the two types of mode, shopping and shooting
A SINGLE-BULLET DUEL WITH UNCERTAIN INFORMATION AVAILABLE TO THE DUELISTS
The purpose of this paper is to solve the single-bullet duel in which either silent or noisy is uncertain and the accuracy functions are arbitrary. It will be found the model in this paper is an extension of the single-bullet duels : silent, noisy, and silent-noisy duels
SILENT-NOISY DUEL WITH UNCERTAIN EXISTENCE OF THE SHOT
The purpose of this paper is to solve a silent-noisy duel with arbitrary accuracy functions in which both duelists have an imperfect knowledge about the existence of the shot fitted to their gun. As a special case, the solution with only one shot and arbitrary accuracy function for each duelist will be shown
A SINGLE-BULLET DUEL WITH UNCERTAIN INFORMATION AVAILABLE TO THE DUELISTS
The purpose of this paper is to solve the single-bullet duel in which either silent or noisy is uncertain and the accuracy functions are arbitrary. It will be found the model in this paper is an extension of the single-bullet duels : silent, noisy, and silent-noisy duels
A TWO-PERSON INFINITE GAME SUGGESTED FROM A QUIZ OF GUESSING A NUMBER
This paper is purposed to formulate and analyze a two-person infinite game suggested from a quiz of guessing a number which is applicable to a plan of production under an uncertain demand, waiting for a person who arrives at a random time, etc. Shown are the two types of mode, shopping and shooting