Article

# An Algebraic Approach to the Kemmer Equation for Dirac Oscillator

International Journal of Theoretical Physics (impact factor: 0.85). 05/2012; 50(11):3390-3397. DOI:10.1007/s10773-011-0844-5 pp.3390-3397

ABSTRACT We present energy eigenvalues and corresponding eigenfunction of the relativistic Kemmer equation for Dirac oscillator. The
associated ladder operators being established, it is shown that these operators satisfy the commutation relation of the su(1,1)
group. Asuitable representation of this group is presented and analytical matrix elements of some functions are obtained.

KeywordsKemmer equation–Algebraic approach–Ladder operators

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### Keywords

analytical matrix elements

Asuitable representation

commutation relation

corresponding eigenfunction

KeywordsKemmer equation–Algebraic approach–Ladder operators

ladder operators

operators