R.W. Habash, R. Bansal, D. Krewski, H.T. Alhafid, Thermal therapy, part 1: an introduction to thermal therapy, Critical reviews in biomedical engineering, 34(6) (2006) 459-489.
 M.H. Seegenschmiedt, C.C. Vernon, A Historical Perspective on Hyperthermia in Oncology, in: M.H. Seegenschmiedt, P. Fessenden, C.C. Vernon (Eds.) Thermoradiotherapy and Thermochemotherapy: Biology, Physiology, Physics, Springer Berlin Heidelberg, Berlin, Heidelberg, 1995, pp. 3-44.
 D. Kumar, S. Singh, K.N. Rai, Analysis of classical Fourier, SPL and DPL heat transfer model in biological tissues in presence of metabolic and external heat source, Heat and Mass Transfer, 52(6) (2016) 1089-1107.
 K. Shchors, G. Evan, Tumor Angiogenesis: Cause or Consequence of Cancer?, Cancer Research, 67(15) (2007) 7059.
 H.H. Pennes, Analysis of Tissue and Arterial Blood Temperatures in the Resting Human Forearm, Journal of Applied Physiology, 1(2) (1948) 93-122.
 C. Cattaneo, J. Kampé de Fériet, s. Académie des, Sur une forme de l'équation de la chaleur éliminant le paradoxe d'une propagation instantanée, [Gauthier- Villars], [Paris], 1958.
 J.P. Hartnett, Luikov, A. V., CHAPTER 1 - PHYSICAL FUNDAMENTALS OF HEAT TRANSFER, in:Analytical Heat Diffusion Theory, Academic Press, 1968, pp. 1-34.
 D.Y. Tzou, A Unified Field Approach for Heat Conduction From Macro- to Micro-Scales, Journal of Heat Transfer, 117(1) (1995) 8-16.
 J. Zhou, Y. Zhang, J.K. Chen, Non-Fourier Heat Conduction Effect on Laser-Induced Thermal Damage in Biological Tissues, Numerical Heat Transfer, Part A: Applications, 54(1) (2008) 1-19.
 B. Kundu, Exact analysis for propagation of heat in a biological tissue subject to different surface conditions for therapeutic applications, Applied Mathematics and Computation, 285 (2016) 204-216.
 H. Askarizadeh, H. Ahmadikia, Analytical study on the transient heating of a two-dimensional skin tissue using parabolic and hyperbolic bioheat transfer equations, Applied Mathematical Modelling, 39(13) (2015) 3704- 3720.
 H. Ziaeipoor, H. Moosavi, a. morad, Analysis of the DPL Bio- Heat Transfer Equation with Constant and Time- Dependent Heat Flux Conditions on Skin Surface, 2015.
 B. Kundu, D. Dewanjee, A new method for non-Fourier thermal response in a single layer skin tissue, Case Studies in Thermal Engineering, 5 (2015) 79-88.
 K.-C. Liu, H.-T. Chen, Analysis for the dual-phase-lag bio-heat transfer during magnetic hyperthermia treatment, International Journal of Heat and Mass Transfer, 52(5) (2009) 1185-1192.
 Z.-S. Deng, J. Liu, Analytical Study on Bioheat Transfer Problems with Spatial or Transient Heating on Skin Surface or Inside BiologicalBodies, Journal of Biomechanical Engineering, 124(6) (2002) 638-649.
 T.C. Shih, P. Yuan, W.L. Lin, H.S. Kou, Analytical analysis of the Pennes bioheat transfer equation with sinusoidal heat flux condition on skin surface, Medical engineering & physics, 29(9) (2007) 946-953.
 K.-C. Liu, Thermal propagation analysis for living tissue with surface heating, International Journal of Thermal Sciences, 47(5) (2008) 507-513.
 H. Askarizadeh, H. Ahmadikia, Analytical Solution of the classical and generalized dual phase lag heat transfer equations in skin tissue under transient heating, Modares Mechanical Engineering, 13(Special issue 13) (2014) 14- 25. (in Persian).
 F. Xu, K.A. Seffen, T.J. Lu, Non-Fourier analysis of skin biothermomechanics, International Journal of Heat and Mass Transfer, 51(9) (2008) 2237-2259.
 M.M. Tung, M. Trujillo, J.A. López Molina, M.J. Rivera, E.J. Berjano, Modeling the heating of biological tissue based on the hyperbolic heat transfer equation, Mathematical and Computer Modelling, 50(5) (2009) 665-672.
 R.M. Cotta, B.P. Cotta, C.P. Naveira-Cotta, G. Cotta- Pereira, Hybrid integral transforms analysis of the bioheat equation with variable properties, International Journal of Thermal Sciences, 49(9) (2010) 1510-1516.
 P.K. Gupta, J. Singh, K.N. Rai, Numerical simulation for heat transfer in tissues during thermal therapy, Journal of Thermal Biology, 35(6) (2010) 295-301.
 D. Kumar, K.N. Rai, A study on thermal damage during hyperthermia treatment based on DPL model for multilayer tissues using finite element Legendre wavelet Galerkin approach, Journal of Thermal Biology, 62 (2016) 170-180.
 P. Kumar, D. Kumar, K.N. Rai, Non-linear dual-phase- lag model for analyzing heat transfer phenomena in living tissues during thermal ablation, Journal of Thermal Biology, 60 (2016) 204-212.
 P. Kumar, D. Kumar, K.N. Rai, Numerical simulation of dual-phase-lag bioheat transfer model during thermal therapy, Mathematical Biosciences, 281 (2016) 82-91.
 P.K. Gupta, J. Singh, K.N. Rai, S.K. Rai, Solution of the heat transfer problem in tissues during hyperthermia by finite difference–decomposition method, Applied Mathematics and Computation, 219(12) (2013) 6882- 6892.
 Y. Zhang, B. Chen, D. Li, Non-Fourier effect of laser- mediated thermal behaviors in bio-tissues: A numerical study by the dual-phase-lag model, International Journal of Heat and Mass Transfer, 108 (2017) 1428-1438.
 J. Zhou, Y. Zhang, J.K. Chen, An axisymmetric dual- phase-lag bioheat model for laser heating of living tissues, International Journal of Thermal Sciences, 48(8) (2009) 1477-1485.
 A.K. Verma, P. Rath, S.K. Mahapatra, Assessment of Thermal Damage During Skin Tumor Treatment Using Thermal Wave Model: A Realistic Approach, Journal of Heat Transfer, 139(5) (2017) 051102-051102-051109.
 S. Nóbrega, P.J. Coelho, A parametric study of thermal therapy of skin tissue, Journal of Thermal Biology, 63 (2017) 92-103.
 G.R. Ströher, G.L. Ströher, Numerical thermal analysis of skin tissue using parabolic and hyperbolic approaches, International Communications in Heat and Mass Transfer, 57 (2014) 193-199.
 M. Mital, H.V. Tafreshi, A methodology for determining optimal thermal damage in magnetic nanoparticle hyperthermia cancer treatment, International Journal for numerical methods in biomedical engineering, 28(2) (2012) 205-213.
 M. M. Heidar, M.R., M. Nasiri, Analytical Solution of Heat Transfer in LaserIrradiated Skin Tissue with Surface Heat Convection Using Dual Phase Lag Model, Amirkabir Journal of Mechanical Engineering, 50 (2018) 285-294. (in Persian)
 A. Zolfaghari, H. Bijari, A new index for evaluating thermal sensation based on the principles of non- Fourier heat transfer, Amirkabir Journal of Mechanical Engineering 2018, 10.22060/mej.2018.14472.5866. (in Persian)
 A. Welch, The thermal response of laser irradiated tissue, IEEE Journal of Quantum Electronics, 20(12) (1984) 1471-1481.
 P. Bogacki, L.F. Shampine, An efficient Runge-Kutta (4,5) pair, Computers & Mathematics with Applications, 32(6) (1996) 15-28.
 D. Kumar, K.N. Rai, Numerical simulation of time fractional dual-phase-lag model of heat transfer within skin tissue during thermal therapy, Journal of Thermal Biology, 67 (2017) 49-58.
 S. Kumar, A. Srivastava, Thermal analysis of laser- irradiated tissue phantoms using dual phase lag model coupled with transient radiative transfer equation, International Journal of Heat and Mass Transfer, 90 (2015) 466-479.