论文摘要
记B（x）=（?），Q（x）=（?），y（x）=（?）。其中p（x），r（x）是[0，+∞]上的实值连续函数，本文研究下述的奇型Dirac特征值问题：B（x）（dy）/（dx）+Q（x）（?）=λy （1）y1（0）sinα+y2（0）cosα=0，y∈L2（0，+∞）。（2）它等价于一个微分算子的特征值问题。本文由奇型Dirac算子的parseval公式出发，推导证明了parseval反演公式，详尽讨论了奇型Dirac算子谱函数ρ（λ）与谱的关系，最后得出Dirac算子谱的表示
论文目录
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