Full Member
Mamta Agrawal
Membership since:
2025
Field of activity:
Degrees:
2016
Doctorate Mathematical sciences
Mathematical and computational Biology
2012
Doctorate Mathematical sciences
Mathematical and Computational Biology
1998
Master Other
Computer Applications
1991
Master Mathematical sciences
Mathematics (Applied)
1989
Undergraduate Mathematical sciences
Mathematical Sciences
Publications resulting from Research
Mamta Agrawal, Neeru Adlakha & K.R.Pardasani, “Finite Element Model to Study Thermal Effect of Uniformly Perfused Tumor in Dermal Layers of Elliptical Shaped Human Limb”, IJB (International Journal of Biomathematics) Vol. 4, No. 2 (June 2011) 241–254_c World Scientific Publishing Company.;
Mamta Agrawal, Neeru Adlakha & K.R.Pardasani, “Three dimensional finite element model to study heat flow in dermal regions of elliptical and tapered shape human limbs” Applied Mathematics and Computation 217 (2010) 4129–4140. Elsevier.;
Mamta Agrawal, Neeru Adlakha & K.R.Pardasani “Seminumerical Model to Study Temperature Distribution in Peripheral Layers of Elliptical and Tapered Shaped Human Limbs”, JMMB World Scientific (118) March 24, 2010 10:4.;
Mamta Agrawal, Neeru Adlakha & K.R.Pardasani , “Three Dimensional Finite Elements Model to Study Temperature Distribution in Peripheral Regions of Elliptical Shaped Human Limbs”, International Journal of Applied Science & Computations, USA Volume. 16, No. 2, November 2009, pages: 91 - 105.;
Mamta Agrawal, Neeru Adlakha & K.R.Pardasani “Three Dimensional Seminumerical Model to Study Heat Flow in Peripheral Layers of Elliptical Shaped Human Limbs”, Applied Mathematical Sciences, Bulgaria,Vol. 3, 2009, no. 53, 2625 – 2638.;
Mamta Agrawal, Neeru Adlakha & K.R.Pardasani “Thermal Disturbances in Dermal Regions of Human Limbs Involving Metastasis of Tumors”, International Mathematical Forum, Bulgaria, 5, 2010, no. 39, 1903 – 1914.;
Mamta Agrawal, Neeru Adlakha & K.R.Pardasani “Cubic Splines and Fourier Series Approach to Study Temperature variation in Dermal Layers of Elliptical Shaped Human Limbs” International Journal of Computational and Mathematical Sciences (Waset) 2: 4 Fall,2008, 206-210.;
Mamta Agrawal, Neeru Adlakha & K.R.Pardasani , “Coaxial Elliptical Sectoral Elements to Study Two Dimensional Heat Distribution Problems in Dermal Regions of Human Limbs.” Accepted for publication in Taylor Fransis. ;
M Agrawal, KR Pardasani, Finite Element Model to Study Temperature Distribution in Skin and Deep Tissues of Human Limbs, Journal of Thermal Biology (2016), Volume 62, pp 98-105 SCI.;
M Agrawal, KR Pardasani, N Adlakha, Finite Element Model to study the thermal effect of tumors in dermal regions of irregular tapered shaped human limbs ISSN: 1290-0729 International Journal of Thermal Sciences, 98, 287-295, 2015 Elsevier SCI.;
M Agrawal, KR Pardasani, N Adlakha, Steady state temperature distribution in dermal Regions of an irregular tapered shaped Human limb with variable eccentricity ISSN: 0306-4565 Journal of Thermal Biology Volume 44, Pages 27–34,2014 (SCI).;
KR Pardasani, N Adlakha, M Stehlík, M Agrawal, On Some Probabilistic Aspects of Diffusion Models for Tissue Growth. Open Statistics Probability Journal J Kiseľák, 5 (1) 14-21, 2013.
Mamta Agrawal, Neeru Adlakha & K.R.Pardasani, “Three dimensional finite element model to study heat flow in dermal regions of elliptical and tapered shape human limbs” Applied Mathematics and Computation 217 (2010) 4129–4140. Elsevier.;
Mamta Agrawal, Neeru Adlakha & K.R.Pardasani “Seminumerical Model to Study Temperature Distribution in Peripheral Layers of Elliptical and Tapered Shaped Human Limbs”, JMMB World Scientific (118) March 24, 2010 10:4.;
Mamta Agrawal, Neeru Adlakha & K.R.Pardasani , “Three Dimensional Finite Elements Model to Study Temperature Distribution in Peripheral Regions of Elliptical Shaped Human Limbs”, International Journal of Applied Science & Computations, USA Volume. 16, No. 2, November 2009, pages: 91 - 105.;
Mamta Agrawal, Neeru Adlakha & K.R.Pardasani “Three Dimensional Seminumerical Model to Study Heat Flow in Peripheral Layers of Elliptical Shaped Human Limbs”, Applied Mathematical Sciences, Bulgaria,Vol. 3, 2009, no. 53, 2625 – 2638.;
Mamta Agrawal, Neeru Adlakha & K.R.Pardasani “Thermal Disturbances in Dermal Regions of Human Limbs Involving Metastasis of Tumors”, International Mathematical Forum, Bulgaria, 5, 2010, no. 39, 1903 – 1914.;
Mamta Agrawal, Neeru Adlakha & K.R.Pardasani “Cubic Splines and Fourier Series Approach to Study Temperature variation in Dermal Layers of Elliptical Shaped Human Limbs” International Journal of Computational and Mathematical Sciences (Waset) 2: 4 Fall,2008, 206-210.;
Mamta Agrawal, Neeru Adlakha & K.R.Pardasani , “Coaxial Elliptical Sectoral Elements to Study Two Dimensional Heat Distribution Problems in Dermal Regions of Human Limbs.” Accepted for publication in Taylor Fransis. ;
M Agrawal, KR Pardasani, Finite Element Model to Study Temperature Distribution in Skin and Deep Tissues of Human Limbs, Journal of Thermal Biology (2016), Volume 62, pp 98-105 SCI.;
M Agrawal, KR Pardasani, N Adlakha, Finite Element Model to study the thermal effect of tumors in dermal regions of irregular tapered shaped human limbs ISSN: 1290-0729 International Journal of Thermal Sciences, 98, 287-295, 2015 Elsevier SCI.;
M Agrawal, KR Pardasani, N Adlakha, Steady state temperature distribution in dermal Regions of an irregular tapered shaped Human limb with variable eccentricity ISSN: 0306-4565 Journal of Thermal Biology Volume 44, Pages 27–34,2014 (SCI).;
KR Pardasani, N Adlakha, M Stehlík, M Agrawal, On Some Probabilistic Aspects of Diffusion Models for Tissue Growth. Open Statistics Probability Journal J Kiseľák, 5 (1) 14-21, 2013.
Mamta Agrawal, K.R.Pardasani; Finite Element Model to Study the Effect of Lipoma and Liposarcoma on Heat Flow in Tissue Layers of Human Limbs
;Numerical Heat Transfer and Fluid Flow pp 241-247; 13 December 2018
;Numerical Heat Transfer and Fluid Flow pp 241-247; 13 December 2018
NUMERICAL MODEL TO STUDY THERMAL CHANGES DUE TO SARCOMA IN TISSUES OF HUMAN LIMBS; Advances and Applications in Mathematical Sciences Volume 18, Issue 1, November 2018, Pages 169-180 © 2018 Mili Publications
2025
