Add to ORKGThe first part of the generalization for the degrading state maximal probability determination in the framework of the hybrid-optional functions entropy conditional optimality doctrine was presented in the report. The issue will be continued with a following sequence of reports
The main focus of this paper is on the development of utility measures for dynamic multi-state syste...
The paper details the different types of system variables. A system vector is composed whi...
The problem statement for the current state would be as to find a value extremized with the known v...
The fourth part of the generalization for the degrading state maximal probability determination in t...
The second part of the generalization for the degrading state maximal probability determination in t...
The first part of the generalization for the degrading state maximal probability determination in t...
The paper considers theoretical explanation and construction of some mathematical models of a transp...
The third part of the generalization for the degrading state maximal probability determination in th...
The goal of this paper is to investigate the possible directions of some specified methods for aeron...
The paper considers the theoretical explanation and construction of some mathematical models of the ...
The paper theoretically considers the possibility of the multi-optional hybrid functions entropy con...
The paper builds on the ideas of previous research concerning the theoretical explanation of the air...
It is visible that intensities of 12 and 10 do not calibrate the optimal options’ dispositions. In t...
However in this work we interpret it, Eq. (11), as the optional hybrid functions distribution since...
Abstracts Many engineering systems can perform their intended tasks with various levels of performan...
The main focus of this paper is on the development of utility measures for dynamic multi-state syste...
The paper details the different types of system variables. A system vector is composed whi...
The problem statement for the current state would be as to find a value extremized with the known v...
The fourth part of the generalization for the degrading state maximal probability determination in t...
The second part of the generalization for the degrading state maximal probability determination in t...
The first part of the generalization for the degrading state maximal probability determination in t...
The paper considers theoretical explanation and construction of some mathematical models of a transp...
The third part of the generalization for the degrading state maximal probability determination in th...
The goal of this paper is to investigate the possible directions of some specified methods for aeron...
The paper considers the theoretical explanation and construction of some mathematical models of the ...
The paper theoretically considers the possibility of the multi-optional hybrid functions entropy con...
The paper builds on the ideas of previous research concerning the theoretical explanation of the air...
It is visible that intensities of 12 and 10 do not calibrate the optimal options’ dispositions. In t...
However in this work we interpret it, Eq. (11), as the optional hybrid functions distribution since...
Abstracts Many engineering systems can perform their intended tasks with various levels of performan...
The main focus of this paper is on the development of utility measures for dynamic multi-state syste...
The paper details the different types of system variables. A system vector is composed whi...
The problem statement for the current state would be as to find a value extremized with the known v...