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300 Years of the French in Old Mines
The village of Old Mines is the oldest settlement in the state of Missouri. Lead miners were in Old Mines as early as 1719. The founding of Old Mines in 1723 coincides with the land grant awarded to Philippe Francois Renault by French authorities on June 26, 1723, to mine lead. Thus, the oldest village in Missouri began as a mining town. In 2023, the village marks three hundred years of the French in Old Mines. This book narrates the history of people in remote Louisiana and how they have kept alive a French heritage of culture and customs. The history of Old Mines is tightly bound to the Catholic faith the French settlers brought with them, the parish they founded, and the church, schools, rectories, and convents they built. The decade of the 2020s is filled with over twenty anniversaries to be marked and celebrated in the oldest mining town in Missouri, itself marking its Bicentennial in 2021. This is not a scholarly writing of history; it is a thirty-chapter narrative, grounded in research, of the continual presence of the French in Old Mines for three hundred years.
Principles and Practice of Constraint Programming - CP 2001
This book constitutes the refereed proceedings of the 7th International Conference on Principles and Practice of Constraint Programming, CP 2001, held in Paphos, Cyprus, in November/December 2001. The 37 revised full papers, 9 innovative applications presentations, and 14 short papers presented were carefully reviewed and selected from a total of 135 submissions. All current issues in constraint processing are addressed, ranging from theoretical and foundational issues to advanced and innovative applications in a variety of fields.
Verification of Infinite-State Systems with Applications to Security
The recent years have brought a number of advances in the development of infinite state verification, using techniques such as symbolic or parameterized representations, symmetry reductions, abstractions, constraint-based approaches, combinations of model checking and theorem proving. The active state of research on this topic provides a good time-point to increase impact by bringing together leading scientists and practitioners from these individual approaches. This volume gives an overview of the current research directions and provides information for researchers interested in the development of mathematical techniques for the analysis of infinite state systems.
