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INVERSE MATRIX AND PROPERTIES OF DOUBLE DETERMINANT OVER QUATERNION FIELD 被引量:3

INVERSE MATRIX AND PROPERTIES OF DOUBLE DETERMINANT OVER QUATERNION FIELD
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摘要 This paper is an extension of Ref. [1]. Here we study the properties of double determi-nant over quaternion field. The necessary and sufficient existence condition of inverse matrixand its direct expression have been obtained and the Hadamard theorem has been extendedto the quaternion field. This paper is an extension of Ref. [1]. Here we study the properties of double determi-nant over quaternion field. The necessary and sufficient existence condition of inverse matrixand its direct expression have been obtained and the Hadamard theorem has been extendedto the quaternion field.
作者 陈龙玄
出处 《Science China Mathematics》 SCIE 1991年第5期528-540,共13页 中国科学:数学(英文版)
关键词 QUATERNION FIELD GENERALIZED UNITARY space DOUBLE determinant. quaternion field generalized unitary space double determinant.
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