@inproceedings {canoy,
	title = {Average work done in a ground state quantum quench of the Kitaev chain model with variable-range interactions},
	booktitle = {Proceedings of the 36th Samahang Pisika ng Pilipinas Physics Conference},
	year = {2018},
	month = {6{\textendash}9 June 2018},
	pages = {SPP-2018-PC-18},
	address = {Puerto Princesa City, Philippines},
	abstract = {We study the average work done associated with a ground state quantum quench of the Kitaev chain model with variable-range interactions. We do this by initially preparing an isolated quantum system in the ground state of the initial Hamiltonian at zero temperature. We, then, abruptly change the relative chemical potential parameter. The average work done on the system, which is defined as the difference between the measured energies before and after the quench, is derived and shown to have inflection points at the critical values of the relative chemical potential of the initial Hamiltonian.},
	url = {https://paperview.spp-online.org/proceedings/article/view/SPP-2018-PC-18},
	author = {Raymart Jay E. Canoy and Francis N. C. Paraan}
}
@conference {477,
	title = {Characterization of a ground state quantum quench of the Kitaev chain model with variable-range interactions using work statistics},
	year = {2018},
	month = {18{\textendash}19 June 2018},
	pages = {F3-2},
	publisher = {ASTHRDP Graduate Scholars{\textquoteright} Conference},
	address = {PICC, Pasay City},
	abstract = {We study the work statistics associated with a ground state quantum quench of the Kitaev chain model with variable-range interactions. We do this by initially preparing a system in the ground state of the Hamiltonian at zero temperature. The relative chemical potential parameter, which governs the unbalance between the chemical potential and hopping terms, is then abruptly changed. The variables of the work statistics, i.e., the average work done and work fluctuation, are derived. The average work done and work fluctuations are shown to have inflection points and kinks, respectively, which signal the vanishing of the excitation gap at the critical prequench relative chemical potential.},
	author = {Raymart Jay E. Canoy and Francis N. C. Paraan}
}
@conference {canoy2017,
	title = {Block purity in a long-range Kitaev chain},
	year = {2017},
	month = {24{\textendash}25 May 2017},
	pages = {153},
	publisher = {2nd International Science Graduate Scholars{\textquoteright} Conference},
	address = {PICC, Pasay City},
	abstract = {The purity of blocks of 10- and 30-spins in a long-range Kitaev model is calculated by exact diagonalization. The obtained block purity is a measure of entanglement and number fluctuations between the block and the chain it is embedded in. A phase diagram is constructed from the purity when it is expressed as a function of the range parameter and relative chemical potential. It is found that the block purity can differentiate between the magnetic phases of the long-range Kitaev model: it is small in the region corresponding to the antiferromagnetic phase and large in the paramagnetic region.},
	author = {Raymart Jay E. Canoy and Francis N. C. Paraan}
}
