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Equivalence between the GNL models and entropy models: Equivalence in disaggregate level
Kei T. Akahashi,
Takahiro Ohno
School of Creative Science and Engineering
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Dive into the research topics of 'Equivalence between the GNL models and entropy models: Equivalence in disaggregate level'. Together they form a unique fingerprint.
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Mathematics
Alternatives
6%
Duality
8%
Entropy
57%
Equivalence
49%
Heuristic Method
12%
Likelihood
17%
Logit
26%
Logit Model
97%
Marketing
13%
Model
23%
Multinomial Logit
17%
Nest
13%
Nested Models
100%
Optimization Problem
7%
Pairwise
9%
Parameter Estimation
18%
Planning
10%
Primal-dual Interior Point Method
14%
Similarity
8%
Simultaneous Estimation
13%
Two-stage Estimation
30%
Utility Function
12%
Business & Economics
Alternatives
5%
Duality
12%
Entropy
81%
Equivalence
70%
Estimation Method
11%
Heuristic Method
14%
Interior Point Method
19%
Logit Model
21%
Marketing
11%
Multinomial Logit
14%
Nested Logit
34%
Optimization Problem
10%
Parameter Estimation
27%
Transportation Planning
16%
Two-stage Estimation
35%
Utility Function
10%
Engineering & Materials Science
Entropy
60%
Heuristic methods
9%
Marketing
7%
Parameter estimation
14%
Planning
5%