Corrigendum

This article refers to:

Decay interference induced high precision localization in a multilevel atom via controlled spontaneous emission

Panchadhyayee, P., Dutta, B.K., and Mahapatra, P. Decay interference induced high precision localization in a multilevel atom via controlled spontaneous emission. Journal of Modern Optics. 2012, 59 (19), 1705–1716.

http://dx.doi.org/10.1080/09500340.2012.737115

When the above article was first published, there were several typographical mistakes in the text as follows:

The equations (8–10) and (12–14) have some typographical mistakes. They should be read in correct forms as in following:(8) $${\dot{c}}_1(x,t)=-i{\mathrm{\Omega }}_1(x)\text{exp}(-i{\mathrm{\Delta }}_{1}t)c_G(x,t)-i\sum _k{\mathit{\nu }}_{1,k}\text{exp}(-i{\mathrm{\Delta }}_{1D}t)c_{D,k}(x,t)$$(8) (9) $${\dot{c}}_2(x,t)=-i{\mathrm{\Omega }}_2(x)\text{exp}(-i{\mathrm{\Delta }}_{2}t)c_G(x,t)-i\sum _k{\mathit{\nu }}_{2,k}\text{exp}(-i{\mathrm{\Delta }}_{2D}t)c_{D,k}(x,t)$$(9) (10) $${\dot{c}}_G(x,t)=-i{\mathrm{\Omega }}_1^{\ast }(x)\text{exp}(i{\mathrm{\Delta }}_{1}t)c_1(x,t)-i{\mathrm{\Omega }}_2^{\ast }(x)\text{exp}(i{\mathrm{\Delta }}_{2}t)c_2(x,t)$$(10) (12) $${\dot{b}}_1(x,t)=-({\mathrm{\Gamma }}_1^{\prime }-i{\mathit{\omega }}_0)b_1(x,t)-\mathit{\eta }{b}_2(x,t)-i{\mathrm{\Omega }}_1(x)b_G(x,t)$$(12) (13) $${\dot{b}}_2(x,t)=-({\mathrm{\Gamma }}_2^{\prime }+i{\mathit{\omega }}_0)b_2(x,t)-\mathit{\eta }{b}_1(x,t)-i{\mathrm{\Omega }}_2(x)b_G(x,t)$$(13) (14) $${\dot{b}}_G(x,t)=(-i{\mathit{\delta }}_m)b_G(x,t)-i{\mathrm{\Omega }}_1^{\ast }(x)b_1(x,t)-i{\mathrm{\Omega }}_2^{\ast }(x)b_2(x,t)$$(14)

The authors sincerely apologise for these inadvertent errors.