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J.-C. Cortés, A. Navarro-Quiles, J.-V. Romero and M.-D. Roselló

{C}}(w,u). \end{array}$$ (8) Now we will compute f ^ 1 R ( w , u ) $\begin{array}{} \displaystyle \hat{f}_{1\text{R}}(w,u) \end{array}$ . To do that, first we will determine the 1-PDF of random IVP (5), f 1R ( z , t ). We need to assume that p 1 > 0 and then applying Eq. (2.10) of [ 1 ], i.e., f 1 R ( z , t ) = ∫ c 1 u 0 c 2 u 0 ∫ b 1 − 1 b 2 − 1 ∫ min [ a 2 , 1 , a 1 2 4 ] min [ a 2 , 2 , a 1 2 4 ] f X 0 , X 1 , A 1 , A 2 ( z − g R ( t ) x 1 h R ( t ) , x 1 , a 1 , a 2 ) | h R ( t ) | d a 2 d a 1 d x 1 , $$\begin{array}{} \displaystyle f_{1\text

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Mohammed S. Khan, Gowda D. Vishakante and H. G. Shivakumar

References 1. H. Q. Mao, K. Roy, V. L. Troung, K. A. Janes, K. Y. Lin, Y. Wang, J. T. August and K. W. Leong, Chitosan-DNA nanoparticles as gene carriers: synthesis, characterization and transfection efficiency, J. Control. Release 70 (2001) 399-421; DOI: 10.1016/S0168-3659(00)00361-8. 2. K. A. Janes, P. Calvo and M. J. Alonso, Polysaccharide colloidal particles as delivery systems for macromolecules, Adv. Drug Del. Rev. 47 (2001) 83-97; DOI: 10.1016/S0169-409X(00)00123-X. 3. M. J. Alonso and A

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Zahra Mohammadi and Oscar Valero

converges to x * with respect to 𝒯( d s ) for all x 0  ∈  X . if x 0 ≤ d f ( x 0 ) and then x * is the supremum of ( f n ( x 0 )) n ∈ ℕ in ( X , ≤ d ) and, thus , x ∗ ∈ ↑ ≤ d x 0 $x^{\ast}\in \uparrow_{\leq_{d}} x_{0}$ . In [ 6 ], H.P.A. Künzi, H. Pajooshesh and M.P. Schellekens introduced the concept of partial quasi-metric space with the aim of providing a framework which generalizes both the partial metric space and the quasi-metric space. Following [ 6 ], a partial quasi-metric on a nonempty set X is a function q : X × X → ℕ

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C. Burgos, J.C Cortés, L. Villafuerte and R.J. Villanueva

Γ ( α m + 1 ) t m , $$ \begin{equation*} X_{m,1}(t):= X_{m,1}t^m=\dfrac{\lambda^m b_0}{\Gamma(\alpha m + 1)} t^m, \end{equation*} $$ and observe that 0 < ‖ X m , 1 ( t α + h ) − X m , 1 ( t α ) h − X ′ m , 1 ( t α ) ‖ 2 ≤ | λ | m ‖ b 0 ‖ 2 Γ ( α m + 1 ) | ( t α + h ) m − t α m h − m t α ( m − 1 ) | → h → 0 0

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Jiří Šindelář

.1093/oxrep/grr025 FRANKEL, J., &SCHREGER, J. (2013). Over-optimistic official forecasts and fiscal rules in the eurozone. Review of World Economics , 149 (2). p. 247-272. DOI: 10.1007/s10290-013-0150-9 GAVIN, W. T., & MANDAL, R. J. (2000). Forecasting inflation and growth: do private forecasts match those of policymakers? Federal Reserve Bank of St. Louis Working Paper Series , (2000-026). HAWKINS, J. (2002). Cassandra and the Sirens: Economic forecasting in emerging Economies. IFC Bulletin 13. HEILEMANN, U., & STEKLER, H. (2003). Has the

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E. Łopieńska-Biernat, K. Żółtowska and J. Rokicki

-308X(08)60573-4 [15] Sölling, H., Esmann, V. (1975): A sensitive method of glycogen determination in the presence of interfering substances utilizing the filter-paper technique. Anal. Biochem., 68: 664–668 http://dx.doi.org/10.1016/0003-2697(75)90667-3 [16] Strømnes, E., Andersen, K. (2003): Growth of whaleworm (Anisakis simplex, Nematodes, Ascaridoidea, Anisakidae) third-stage larvae in paratenic fish hosts. Parasitol. Res., 89: 335–341 [17] Von Brand, T. (1979): Biochemistry and

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Bogdan Dębski, Tadeusz Nowicki, Wojciech Zalewski, Agnieszka Bartoszewicz and Jan Twardoń

monensin for the prevention of subclinical ketosis in lactating dairy cows. J Dairy Sci 1998, 81, 2866–2873. 10. Hajjawi O.S.: Glucose transport in human red blood cells. Am J Biomed Life Sci 2013, 1, 44–52. 11. Herbein J.H., Aiello R.J., Eckler L.I., Pearson R.E., Akers R.M.: Glucagon, insulin, growth hormone, and glucose concentration in blood plasma of lactating dairy cows. J Dairy Sci 1985, 68, 320–325. 12. Jaakson H., Ling K., Samarutel J., Ilves A., Kaar T., Kart O.: Field trial on glucose-induced insulin and metabolite responses in Estonian

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Bojan Tepes, Maja Seruga, Miroslav Vujasinovic, Dejan Urlep, Liljana Ljepovic, Jurecic Nataša Brglez, Alenka Forte, Ljubec Anita Kek and Miha Skvarc

Introduction Gastric cancer (GC) remains the fifth most common malignancy with almost one million new cases annually and is responsible for 9% of all cancer related deaths in the world (third place). 1 In Slovenia, the average incidence of gastric cancer in the period from 2009 to 2013 was 479 new cases of gastric cancer per year. The incidence rate was higher for men (29.1/100,000) than for women (17.8/100,000), with only 28% five-year survival rate. 2 Helicobacter pylori (H. pylori) is grade I carcinogen and responsible for 89% of all gastric cancers

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Robert Duda and Jan Macuda

United States: A Primer. Report prepared by the Ground Water Protection Council and ALL Consulting for the U.S. Department of Energy Office of Fossil Energy and National Energy Technology Laboratory, Washington, DC, 116 p., http://energy.gov/sites/prod/files/2013/03/f0/ShaleGasPrimer_Online_4-2009.pdf (accessed 06 May 2013). Kiersnowski H., Dyrka I., 2013. Ordovician-Silurian shale gas resources potential in Poland: evaluation of Gas Resources Assessment Reports published to date and expected improvements for 2014 forthcoming Assessment. Przegląd Geologiczny, Vol. 61

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Andrzej Węgrzynowicz

REFERENCES Baillie S.R., Marchant J.H., Crick H.Q.P., Noble D.G., Balmer D.E., Barimore C., Coombes R.H., Downie I.S., Freeman S.N., Joys A.C., Leech D.I., Raven M.J., Robinson R.A., Thewlis R.M. 2007 – Breeding Birds in the Wider Countryside: their conservation status 2007 – BTO Research Report No 487. BTO, Thetford. Bednorz J., Kupczyk M., Kuźniak S., Winiecki A. 2000 – (The birds of Wielkopolska region. Faunistical monograph) – Bogucki Wyd. Nauk., Poznań (in Polish). Bell C.P. 2011 – Misapplied ecology: investigations of population decline in