The 4th ISM-ZIB-IMI MODAL Workshop on Mathematical Optimization and Data Analysis

Date: 25th – 30th March 2019
Venue: The Institute of Statistical Mathematics, Tokyo, Japan

Scientific Program: March 27th

Linear Programming solvers: the state of the art

A New Metric for the Analysis of the Scientific Article Citation Network

The MODAL GasLab: Goals and state of affairs

Optimized Execution of Dispatching: Building the future decision support system for nationwide gas transmission system operations

Optimal operation of macroscopic gas flow over time

Controlling transient gas flow in complex pipeline intersection areas

Shunting Scheduling Method in a Railway Depot for Dealing with Changes in Operational Conditions

The hypernetwork simplex algorithm and railway optimization

Scientific Program: March 28th

Current and future projects for CPS applications with ABCI —AI Bridging Cloud Infrastructure—

Mobility Optimization of Humans and Products on Cyber Physical System via Mathematical Programming

Construction and Evaluation of the HEV Control Algorithm using a Black-Box simulator

Unit Commitment Problem Revisited in the course of Electricity Market Reform in Japan

Solving Energy System Models with GAMS on HPC platforms

Map-Matching Algorithms using Shortest Path Algorithm on Time-Expanded Graph

Demand Prediction and Repositioning Problem for Bike-Sharing System

Cross-validation in sparse linear regression with piecewise continuous nonconvex penalties and its acceleration

Fused Sparse Transition Probability Matrix Estimation

Scientific Program: March 29th

Adaptive LP-Newton method for second-order cone optimization problem

DNN-based Branch-and-bound for the Quadratic Assignment Problem

Implementation issues of Interior-Point Method for real-world NLP problems

Aggregation Technique of Mixed Integer Rounding Cut and Cutting Plane Selection

Optimal Landscape Management against Spread of Disastrous Events by Integer Programming

A Model for Scheduling High-Cadence Telescope Observations

Smooth Constraint Convex Minimization via Conditional Gradients