Pages that link to "Item:Q856671"
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The following pages link to Creating a consensus ranking of proposals from reviewers' partial ordinal rankings (Q856671):
Displaying 20 items.
- Accurate algorithms for identifying the median ranking when dealing with weak and partial rankings under the Kemeny axiomatic approach (Q62323) (← links)
- A differential evolution algorithm for finding the median ranking under the Kemeny axiomatic approach (Q62336) (← links)
- Efficient algorithms using subiterative convergence for Kemeny ranking problem (Q107991) (← links)
- A statistical approach to calibrating the scores of biased reviewers of scientific papers (Q267651) (← links)
- A new group ranking approach for ordinal preferences based on group maximum consensus sequences (Q322649) (← links)
- Identifying conflict patterns to reach a consensus -- a novel group decision approach (Q323384) (← links)
- Concordance and consensus (Q545367) (← links)
- An alternative polynomial-sized formulation and an optimization based heuristic for the reviewer assignment problem (Q666946) (← links)
- How to allocate review tasks for robust ranking (Q707596) (← links)
- Creating an acceptable consensus ranking for group decision making (Q724762) (← links)
- Mining maximum consensus sequences from group ranking data (Q1027615) (← links)
- Discovering a taste for the unusual: exceptional models for preference mining (Q1631830) (← links)
- An agglomerative hierarchical clustering algorithm for linear ordinal rankings (Q2127073) (← links)
- A new correlation coefficient for comparing and aggregating non-strict and incomplete rankings (Q2184062) (← links)
- A novel group ranking model for revealing sequence and quantity knowledge (Q2356188) (← links)
- Distance-based and ad hoc consensus models in ordinal preference ranking (Q2490157) (← links)
- Measuring olympics performance based on a distance-based approach (Q2827769) (← links)
- The Minimum Acceptable Violation Ranking of Alternatives from Voters’ Ordinal Rankings (Q5743546) (← links)
- Accentuating the rank positions in an agreement index with reference to a consensus order (Q5743999) (← links)
- A New Binary Programming Formulation and Social Choice Property for Kemeny Rank Aggregation (Q5868914) (← links)