变动端点变分问题的三维空间横截条件及其统一证明
변동단점변분문제적삼유공간횡절조건급기통일증명
The Condition and Its Unifying Proof of Varialtional Problem of Variable Endpoint of Three-dimensional Spatial Transversality
  • 万方数据
    陇东学院学报 롱동학원학보
    JOURNAI OF LONGDONG UNIVERSITY
    2015年 1期 13-15 ,共3页

    陈克斌%林涛

    진극빈%림도

    变分原理%横截条件%泛函%光滑曲线 變分原理%橫截條件%汎函%光滑麯線
    변분원리%횡절조건%범함%광활곡선
    varialtional principle%transversality condition%functional%smooth curve
    借助于二维空间中变动端点的变分问题，对三维空间中变动端点变分问题的横截条件做了统一的推导和证明。
    차조우이유공간중변동단점적변분문제，대삼유공간중변동단점변분문제적횡절조건주료통일적추도화증명。
    This paper intends to discuss three-dimensional spatial transversality condition for the varial-tional problem of variable endpoint and its unifying proof through the way of the varialtional problem of variable endpoint in two-dimensional space.
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