Titlebook: Health Care Transition; Building a Program f Albert C. Hergenroeder,Constance M. Wiemann Book 2018 Springer International Publishing AG, pa

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Laura G. Buckner M.Ed., L.P.C.In this note we consider cases in which a curve in ?r which is scheme theoretically the intersection of quadrics necessarily has homogeneous ideal generated by quadrics. The first case in which this does not happen is for a general elliptic octic in ?.; we give a proof of this using the surjectivity of the period map for K3 surfaces.

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Cecily L. Betz Ph.D., R.N.This volume presents selected papers resulting from the meeting at Sundance on enumerative algebraic geometry. The papers are original research articles and concentrate on the underlying geometry of the subject.

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Beth Sufian J.D.,James Passamano J.D.,Amy Sopchak J.D.In this note we consider cases in which a curve in ?r which is scheme theoretically the intersection of quadrics necessarily has homogeneous ideal generated by quadrics. The first case in which this does not happen is for a general elliptic octic in ?.; we give a proof of this using the surjectivity of the period map for K3 surfaces.

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Roberta G. Williams M.D.,Ellen F. Iverson M.P.H.In this note we consider cases in which a curve in ?r which is scheme theoretically the intersection of quadrics necessarily has homogeneous ideal generated by quadrics. The first case in which this does not happen is for a general elliptic octic in ?.; we give a proof of this using the surjectivity of the period map for K3 surfaces.

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