A Chemotherapeutic and Biospectroscopic Investigation of the Interaction of Double–Standard DNA/RNA–Binding Molecules with Cadmium Oxide (CdO) and Rhodium (III) Oxide (Rh2O3) Nanoparticles as Anti–Cancer Drugs for Cancer Cells’ Treatment

Wheeler-Feynman Time-Symmetric study of effectiveness and efficiency of terbium nanoparticles delivery mechanism in human cancer cells, tissues and tumors under synchrotron radiation

“…Each year there are about 100 times more new cases of breast cancer in women than in men. In this project we applied several machine learning techniques on the Wisconsin Diagnostic Breast Cancer data set to classify the cancer based on the feature extracted from images as benign or malignant [20][21][22][23][24][25]. To calculate the generated heat in Terbium nanoparticles, COMSOL software which works by Finite Element Method (FEM) was used.…”

“…Recently, scientists find that thermoplasmonic characteristic can be used for various optothermal applications in cancer, nanoflows and photonic [16][17][18][19][20][21][22]. In optothermal human cancer cells, tissues and tumors treatment, the descendent laser light stimulate resonance of surface Plasmon of metallic nanoparticles and as a result of this process, the absorbed energy of descendent light converse to heat in nanoparticles [23][24][25]. The produced heat devastates tumor tissue adjacent to nanoparticles without any hurt to sound tissues [26,27].…”

A Review on Nanoparticles in Targeted Drug Delivery System

“…Used in targeted drug delivery (therapy) to brain and cancer therapy [16][17][18] Drug and gene delivery …”

Iridium (IV) Oxide (IrO<sub>2</sub>) Nanoparticles and Cancers

“…Therefore, determining optical constants (refractive coefficient, n, and extinction coefficient, k) of Iridium (IV) Oxide (IrO 2 ) thin films is essential for designing optoelectronical and optical tools for producing optical covers and similar tools such as multilayer covers and filters [15][16][17][18][19][20][21]. The measured experimental parameters including optical reflectivity are used as a function of wavelength to determine optical parameters of thin layers [22][23][24][25][26][27]. For determining optical parameters, various physical models such as Kuschi, Frouhi-Blumber and Tawk-Lorentz have been suggested to calculate refractive coefficient, n, and extinction coefficient, k. for any thin layer, an appropriate optical model should be selected and used for estimation of real and imaginary di-electric function according to its physical condition [28][29][30][31][32][33][34].…”