Ance Bogdanova, Uldis Bērziņš, Ruta Brūvere, Guļšena Eivazova and Tatjana Kozlovska
., Bradley, N. J., Monaghan, P., Delia, D., Sutherland, D. R., Baker, M. A., Greaves, M. F. (1990). Expression of the CD34 gene in vascular endothelial cells. Blood , 75 (12), 2417-2426.
Fraser, J. K., Wulur, I., Alfonso, Z., Hedrick, M. H. (2006). Fat tissue: An underappreciated source of stem cells for biotechnology. Trends Biotechnol. , 24 (4), 150-154.
Fukuda, K. (2001). Development of regenerative cardiomyocytes from mesenchymal stem cells for cardiovascular tissue engineering. Artif. Organs , 25 (3), 187
Valdis Pirsko, Inese Čakstiņa, Dina Nitiša, Marija Samoviča, Zanda Daneberga and Edvīns Miklaševičs
computing, Vienna. Available from: https://www.R-project.org/ (accessed 20.01.2019).
Brooks, D. L. P., Schwab, L. P., Krutilina, R., Parke, D. N., Sethuraman, A., Hoogewijs, D., Schörg, A., Gotwald, L., Fan, M., Wenger, R. H., Seagroves, T. N. (2016). ITGA6 is directly regulated by hypoxia- inducible factors and enriches for cancer stem cell activity and invasion in metastatic breast cancer models. Mol. Cancer , 15 , 26.
Cortós-Funes, H., Coronado, C. (2007). Role of anthracyclines in the era of targeted therapy. Cardiovasc. Toxicol., 7 (2), 56
Uldis Bērziņš, Ilze Matise-VanHoutana, Ilze Pētersone, Ilmārs Dūrītis, Sergejs Ņikuļšins, Ance Bogdanova-Jātniece, Mārtiņš Kālis, Šimons Svirskis, Dace Skrastiņa, Agnese Ezerta and Tatjana Kozlovska
Abdi, R., Fiorina, P., Adra, C. N., Atkinson, M., Sayegh, M. H. (2008). Immunomodulation by mesenchymal stem cells. Diabetes, 57 , 1759–1767.
Anjos-Afonso, F., Siapati, E. K., Bonnet, D. (2004). In vivo contribution of murine mesenchymal stem cells into multiple cell-types under minimal damage conditions. J. Cell Sci., 117 , 5655–5664.
Anonymous (2007). No. 1394/2007 of the European Parliament and of the Council of 13 November 2007 on advanced therapy medicinal products and amending directive 2001/83/EC and regulation (EC) no
-lymphotropic virus and is related to, but significantly different from human herpesvirus 6 and human cytomegalovirus. Proc. Natl. Acad. Sci. USA, 89, 10552-10556.
Boutolleau, D., Fernandez, C., Andre, E., Imbert-Marcille, B. M., Milpied, N., Agut, H., Gautheret-Dejean, A. (2003). Human herpesvirus (HHV)-6 and HHV-7: Two closely viruses with different infection profiles in stem cell transplantation recipients. J. Infect. Dis., 187, 179-186.
Carrigan, D. R., Drobyski, W. R., Russler, S. K., Tapper, M. A., Knox, K. K., Ash, R. C. (1991). Intersticial
Valdis Gončars, Konstantīns Kalnbērzs, Ēriks Jākobsons, Ieva Briede, Kristaps Blūms, Kristaps Ērglis, Mārtiņš Ērglis, Liene Patetko, Indriķis Muižnieks and Andrejs Ērglis
Caplan, A. I. (1991). Mesenchymal stem cells. J. Orthop. Res ., 9 (5), 641–650.
Caplan, A. I. (2008). All MSCs are pericytes? Cell Stem Cell , 3 (3), 229–230.
Caplan, A. I., Dennis, J. E. (2006). Mesenchymal stem cells as trophic mediators. J. Cell. Biochem ., 98 (5), 1076–1084.
Centeno, C., Pitts, J., Al-Sayegh, H., Freeman, M., Centeno, C., Pitts, J., Al-Sayegh, H., Freeman, M. (2014). Efficacy of autologous bone marrow concentrate for knee osteoarthritis with and without adipose graft. BioMed Res. Int ., DOI:10
Catanary”, IT in Schools , 4, 58_62, 2017. http://twt.mpei.ac.ru/ochkov/Chain.pdf
 Ochkov V. F, Bogomolova E. P., Ivanov D. A. Physical and Mathematical Informatic with Mathcad and Internet , Moscow, Lan Publishing House, 556 pp, 2018. http://twt.mpei.ac.ru/ochkov/T-2018/PhysMathStudies.pdf English version (2 5 Problems for STEM Education ): https://www.crcpress.com/25-Problems-for-STEM-Education/Ochkov/p/book/9780367345259
 Monte Carlo Method: https://en.wikipedia.org/wiki/Monte_Carlo_method
 mathcad forums. https
We prove some stability and hyperstability results for a generalization of the well known Fréchet functional equation, stemming from one of the characterizations of the inner product spaces. As the main tool we use a fixed point theorem for some function spaces. We end the paper with some new inequalities characterizing the inner product spaces.
Barbara Koclęga-Kulpa, Tomasz Szostok and Szymon Wąsowicz
We present a method of solving functional equations of the type
where f, F: P → P are unknown functions acting on an integral domain P and parameteres are given. We prove that under some assumptions on the parameters involved, all solutions to such kind of equations are polynomials. We use this method to solve some concrete equations of this type. For example, the equation
(1) for f, F: ℝ → ℝ is solved without any regularity assumptions. It is worth noting that (1) stems from a well-known quadrature rule used in numerical analysis.
In 2013, a new stream cipher was proposed in Antal, E.-Hromada, V.: A new stream cipher based on Fialka M-125, Tatra Mt. Math. Publ. 57 (2013), 101-118. Its design was inspired and motivated by a Soviet encryption machine Fialka M-125. The authors proposed three versions of the cipher with different inner state bit-lengths. They provided the design, software implementation on a personal computer and a preliminary statistical and performance analysis of the cipher.
In this article we extend their work by implementing all three versions of the cipher on two different micro-controllers: EBV SoCrates evaluation board [Official SoCrates webpage (EBV SoCrates evaluation board), www.rockerboards.org] and STM32F407VG [Official STM webpage (STM32F407VG), www.st.com]. We evaluate the performance of all implementations on both platforms. We also investigate the possibilities of performing a simple power analysis of the implementation of the 8-bit version of the cipher implemented on STM32F407VG micro-controller. It stems from our experiments that we are able to determine a part of the secret key of the cipher by observing the power trace (power consumption) of the encryption/decryption process