Planning and Local Governance Project in Albania Completion Report January 2012–September 2020
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Trigonometric Functions
Trigonometric Functions This worksheet covers the basic characteristics of the sine, cosine, tangent, cotangent, secant, and cosecant trigonometric functions. Sine Function: f(x) = sin (x) • Graph • Domain: all real numbers • Range: [-1 , 1] • Period = 2π • x intercepts: x = kπ , where k is an integer. • y intercepts: y = 0 • Maximum points: (π/2 + 2kπ, 1), where k is an integer. • Minimum points: (3π/2 + 2kπ, -1), where k is an integer. • Symmetry: since sin (–x) = –sin (x) then sin(x) is an odd function and its graph is symmetric with respect to the origin (0, 0). • Intervals of increase/decrease: over one period and from 0 to 2π, sin (x) is increasing on the intervals (0, π/2) and (3π/2 , 2π), and decreasing on the interval (π/2 , 3π/2). Tutoring and Learning Centre, George Brown College 2014 www.georgebrown.ca/tlc Trigonometric Functions Cosine Function: f(x) = cos (x) • Graph • Domain: all real numbers • Range: [–1 , 1] • Period = 2π • x intercepts: x = π/2 + k π , where k is an integer. • y intercepts: y = 1 • Maximum points: (2 k π , 1) , where k is an integer. • Minimum points: (π + 2 k π , –1) , where k is an integer. • Symmetry: since cos(–x) = cos(x) then cos (x) is an even function and its graph is symmetric with respect to the y axis. • Intervals of increase/decrease: over one period and from 0 to 2π, cos (x) is decreasing on (0 , π) increasing on (π , 2π). Tutoring and Learning Centre, George Brown College 2014 www.georgebrown.ca/tlc Trigonometric Functions Tangent Function : f(x) = tan (x) • Graph • Domain: all real numbers except π/2 + k π, k is an integer. -
Extractive Industries Transparency Initiative in Albania Annual Report 2012
Extractive Industries Transparency Initiative in Extractive Industries Albania Transparency Initiative in Albania ReportAnnual for theReport year 2012 November 2014 Table of contents Executive Summary 4 1. Introduction 8 2. Overview of the extractive sector in Albania 11 3. Overview of flows reported and reporting entities 37 4. Approach, methodology and work done 38 5. Reconciliation summary 41 6. Results of the reconciliation 42 7. Lessons learned and recommendations 51 Glossary and abbreviations 55 Appendix 1: Disaggregated reconciliation from the oil and gas sector 56 Appendix 2: Disaggregated reconciliation from the mining sector 58 Deloitte Audit Albania sh.p.k Rr. Elbasanit. Pallati poshte Fakulteti Gjeologji- Miniera Tirana, Albania Tel: +355 4 45 17 920 Fax: +355 4 45 17 990 www.deloitte.al VAT (NUIS) No: L41709002H The Albanian Working Group c/o Ministry of Energy and Industry “Deshmoret e Kombit” Blv. Tirana, Albania Report of factual findings - assembly and reconciliation of cash flows This report summarizes the result of the reconciliation of cash flows from the petroleum and mining activities as part of the implementation of the Extractive Industries Transparency Initiative (EITI) in Albania for the year 2012. The report consists of seven chapters. Chapter 1 describes the background and objective of the reporting. Chapter 2 provides contextual information on the industry. The reporting, compilation, and reconciliation processes are presented in chapters 3 and 4. Chapter 5 provides a short summary of the reconciliation. In chapter 6, the compilation and reconciliation of payments is presented on an aggregated level. Lessons learned during this year’s reconciliation are summarized in chapter 7. -
A4 Cover EN LQ
BECOMEBECOME PARTPART OFOF THETHE IPARDIPARD PROGRAMPROGRAM 33RDRD CALLCALL WEWE SUPPORTSUPPORT THETHE DEVELOPMENTDEVELOPMENT OFOF ALBANIANALBANIAN AGRICULTUREAGRICULTURE 10 December 2020 - 25 January 2021 azhbr.gov.al - ipard.gov.al GRANTS SCHEMES IPARD II 2014-2020 Guideline for Applicants THIRD CALL FOR GRANT SUPPORT 10 December 2020 -25 January 2021 Measure 1 (All Sectors) And Measure 3 ( Sektor of Fruits – Vegitables) *Sector of Wine is not included SUPPORT OF GRANTS IS CO-FINANCED BY THE EUROPEAN UNION AND ALBANIAN GOVERNMENT EU contribution in total - 75% Contribution of Albanian Government in total - 25% 2020 Contents 1. Objectives, Priorities and Measures of the IPARD II Programme ............................................... 3 1.1 Background ....................................................................................................................................... 3 1.2 Objectives of the IPARD II Programme for the period of 2014-2020 ........................................... 4 1.3 Key Definitions ................................................................................................................................... 6 2. Measure 1 - Investments in physical assets of Agricultural Holdings: ................................................ 7 2.1 Aid Intensity under Measure 1 ......................................................................................................... 7 2.2 Eligibility of Recipients under Measure 1 ....................................................................................... -
Baseline Study: Socio-Economic Situation And
Program funded by Counselling Line for Women and Girls This report was developed by the Counseling Line for Women and Girls with the support of Hedayah and the European Union, as part of an initiative to preventing and countering violent extremism and radicalization leading to terrorism in Albania. BASELINE REPORT Socio-economic Situation and Perceptions of Violent Extremism and Radicalization in the Municipalities of Pogradec, Bulqizë, Devoll, and Librazhd Baseline Report Socio-economic Situation and Perceptions of Violent Extremism and Radicalization in the Municipalities of Pogradec, Bulqizë, Devoll, and Librazhd Tirana, 2020 This report was developed by the Counseling Line for Women and Girls with the support of Hedayah and the European Union, as part of an initiative to preventing and countering violent extremism and radicalization leading to terrorism in Albania. 1 Index Introduction .................................................................................................................................................. 4 Key findings ................................................................................................................................................... 5 Municipality of Pogradec .............................................................................................................................. 6 Socio-economic profile of the municipality .............................................................................................. 6 Demographics ...................................................................................................................................... -
Lesson 6: Trigonometric Identities
1. Introduction An identity is an equality relationship between two mathematical expressions. For example, in basic algebra students are expected to master various algbriac factoring identities such as a2 − b2 =(a − b)(a + b)or a3 + b3 =(a + b)(a2 − ab + b2): Identities such as these are used to simplifly algebriac expressions and to solve alge- a3 + b3 briac equations. For example, using the third identity above, the expression a + b simpliflies to a2 − ab + b2: The first identiy verifies that the equation (a2 − b2)=0is true precisely when a = b: The formulas or trigonometric identities introduced in this lesson constitute an integral part of the study and applications of trigonometry. Such identities can be used to simplifly complicated trigonometric expressions. This lesson contains several examples and exercises to demonstrate this type of procedure. Trigonometric identities can also used solve trigonometric equations. Equations of this type are introduced in this lesson and examined in more detail in Lesson 7. For student’s convenience, the identities presented in this lesson are sumarized in Appendix A 2. The Elementary Identities Let (x; y) be the point on the unit circle centered at (0; 0) that determines the angle t rad : Recall that the definitions of the trigonometric functions for this angle are sin t = y tan t = y sec t = 1 x y : cos t = x cot t = x csc t = 1 y x These definitions readily establish the first of the elementary or fundamental identities given in the table below. For obvious reasons these are often referred to as the reciprocal and quotient identities. -
ALBANIAN ROAD AUTHORITY Protocol No. ___Tirana, On
ALBANIAN ROAD AUTHORITY LEGAL AND STANDARDS COMPLIANCE DIRECTORATE Protocol No. __________ Tirana, on ________ 2020 CONTRACT NOTICE 1. Name and address of contracting authority Name Albanian Road Authority Address “Sami Frashëri” Str., No. 33, Tirana Tel/Fax +355 4 2234487 Person responsible Miranda Shkurti E-mail [email protected] Website www.arrsh.gov.al 2. Type of procurement procedure: Restricted (above the Highest Monetary Limit) 3. Object of the contract/framework agreement: “Performance-based maintenance of the roads - South Region” (divided into 13 Lots) 4. Number of reference of the procedure /lot: REF-65438-07-14-2020 • Number of reference of Lot I: REF-65440-07-14-2020 • Number of reference of Lot II: REF-65442-07-14-2020 • Number of reference of Lot III: REF-65444-07-14-2020 • Number of reference of Lot IV: REF-56546-04-22-2020 • Number of reference of Lot V: REF-65448-07-14-2020 • Number of reference of Lot VI: REF-65450-07-14-2020 • Number of reference of Lot VII: REF-65452-07-14-2020 • Number of reference of Lot VIII: REF-65454-07-14-2020 • Number of reference of Lot IX: REF-65456-07-14-2020 • Number of reference of Lot X: REF-65458-07-14-2020 • Number of reference of Lot XI: REF-65460-07-14-2020 • Number of reference of Lot XII: REF-65462-07-14-2020 • Number of reference of Lot XIII: REF-65464-07-14-2020 5. Limit fund of the framework agreement (general): ALL 2.008.824.459 (two billion and eight million and eight hundred and twenty-four thousand and four hundred and fifty-nine) excluding VAT, divided into 13 lots. -
Albania Environmental Performance Reviews
Albania Environmental Performance Reviews Third Review ECE/CEP/183 UNITED NATIONS ECONOMIC COMMISSION FOR EUROPE ENVIRONMENTAL PERFORMANCE REVIEWS ALBANIA Third Review UNITED NATIONS New York and Geneva, 2018 Environmental Performance Reviews Series No. 47 NOTE Symbols of United Nations documents are composed of capital letters combined with figures. Mention of such a symbol indicates a reference to a United Nations document. The designations employed and the presentation of the material in this publication do not imply the expression of any opinion whatsoever on the part of the Secretariat of the United Nations concerning the legal status of any country, territory, city or area, or of its authorities, or concerning the delimitation of its frontiers or boundaries. In particular, the boundaries shown on the maps do not imply official endorsement or acceptance by the United Nations. The United Nations issued the second Environmental Performance Review of Albania (Environmental Performance Reviews Series No. 36) in 2012. This volume is issued in English only. Information cut-off date: 16 November 2017. ECE Information Unit Tel.: +41 (0)22 917 44 44 Palais des Nations Fax: +41 (0)22 917 05 05 CH-1211 Geneva 10 Email: [email protected] Switzerland Website: http://www.unece.org ECE/CEP/183 UNITED NATIONS PUBLICATION Sales No.: E.18.II.E.20 ISBN: 978-92-1-117167-9 eISBN: 978-92-1-045180-2 ISSN 1020–4563 iii Foreword The United Nations Economic Commission for Europe (ECE) Environmental Performance Review (EPR) Programme provides assistance to member States by regularly assessing their environmental performance. Countries then take steps to improve their environmental management, integrate environmental considerations into economic sectors, increase the availability of information to the public and promote information exchange with other countries on policies and experiences. -
Response of the Albanian Government
CPT/Inf (2006) 25 Response of the Albanian Government to the report of the European Committee for the Prevention of Torture and Inhuman or Degrading Treatment or Punishment (CPT) on its visit to Albania from 23 May to 3 June 2005 The Albanian Government has requested the publication of this response. The report of the CPT on its May/June 2005 visit to Albania is set out in document CPT/Inf (2006) 24. Strasbourg, 12 July 2006 Response of the Albanian Government to the report of the European Committee for the Prevention of Torture and Inhuman or Degrading Treatment or Punishment (CPT) on its visit to Albania from 23 May to 3 June 2005 - 5 - REPUBLIC OF ALBANIA MINISTRY OF FOREIGN AFFAIRS Legal Representative Office No.______ Tirana, on 20.03.2006 Subject: The Albanian Authority’s Responses on the Report of the European Committee for the Prevention of Torture and other Inhuman or Degrading Treatment (CPT) The Committee for the Prevention of Torture and other Inhuman or Degrading Treatment (CPT) Mrs. Silvia CASALE - President Council of Europe - Strasbourg Dear Madam, Referring to your letter date 21 December 2005 in the report of 2005 of CPT for Albania, we inform that our state authorities are thoroughly engaged to realize the demands and recommendations made by the CPT and express their readiness to cooperate for the implementation and to take the concrete measures for the resolution of the evidenced problems in this report. Responding to your request for information as regards to the implementation of the submitted recommendations provided in the paragraphs 68, 70, 98, 131, 156 of the report within three months deadline, we inform that we have taken a response form the Ministry of Justice and the Ministry of Health meanwhile the Ministry of interior will give a response as soon as possible. -
Calculus Terminology
AP Calculus BC Calculus Terminology Absolute Convergence Asymptote Continued Sum Absolute Maximum Average Rate of Change Continuous Function Absolute Minimum Average Value of a Function Continuously Differentiable Function Absolutely Convergent Axis of Rotation Converge Acceleration Boundary Value Problem Converge Absolutely Alternating Series Bounded Function Converge Conditionally Alternating Series Remainder Bounded Sequence Convergence Tests Alternating Series Test Bounds of Integration Convergent Sequence Analytic Methods Calculus Convergent Series Annulus Cartesian Form Critical Number Antiderivative of a Function Cavalieri’s Principle Critical Point Approximation by Differentials Center of Mass Formula Critical Value Arc Length of a Curve Centroid Curly d Area below a Curve Chain Rule Curve Area between Curves Comparison Test Curve Sketching Area of an Ellipse Concave Cusp Area of a Parabolic Segment Concave Down Cylindrical Shell Method Area under a Curve Concave Up Decreasing Function Area Using Parametric Equations Conditional Convergence Definite Integral Area Using Polar Coordinates Constant Term Definite Integral Rules Degenerate Divergent Series Function Operations Del Operator e Fundamental Theorem of Calculus Deleted Neighborhood Ellipsoid GLB Derivative End Behavior Global Maximum Derivative of a Power Series Essential Discontinuity Global Minimum Derivative Rules Explicit Differentiation Golden Spiral Difference Quotient Explicit Function Graphic Methods Differentiable Exponential Decay Greatest Lower Bound Differential -
Derivation of Sum and Difference Identities for Sine and Cosine
Derivation of sum and difference identities for sine and cosine John Kerl January 2, 2012 The authors of your trigonometry textbook give a geometric derivation of the sum and difference identities for sine and cosine. I find this argument unwieldy | I don't expect you to remember it; in fact, I don't remember it. There's a standard algebraic derivation which is far simpler. The only catch is that you need to use complex arithmetic, which we don't cover in Math 111. Nonetheless, I will present the derivation so that you will have seen how simple the truth can be, and so that you may come to understand it after you've had a few more math courses. And in fact, all you need are the following facts: • Complex numbers are of the form a+bi, where a and b are real numbers and i is defined to be a square root of −1. That is, i2 = −1. (Of course, (−i)2 = −1 as well, so −i is the other square root of −1.) • The number a is called the real part of a + bi; the number b is called the imaginary part of a + bi. All the real numbers you're used to working with are already complex numbers | they simply have zero imaginary part. • To add or subtract complex numbers, add the corresponding real and imaginary parts. For example, 2 + 3i plus 4 + 5i is 6 + 8i. • To multiply two complex numbers a + bi and c + di, just FOIL out the product (a + bi)(c + di) and use the fact that i2 = −1. -
Fiscal Policy Impact on Tobacco Consumption in High Smoking Prevalence Transition Economies - the Case of Albania
Fiscal policy impact on tobacco consumption in high smoking prevalence transition economies - the case of Albania Aida Gjika, Faculty of Economics, University of Tirana and Development Solutions Associates, Klodjan Rama, Faculty of Agriculture, Agricultural University of Tirana and Development Solutions Associates Edvin Zhllima, Faculty of Economics and Agribusiness, Agricultural University of Tirana, Development Solutions Associates and CERGE EI Drini Imami, Faculty of Economics and Agribusiness, Agricultural University of Tirana, Development Solutions Associates and CERGE EI Abstract This paper analysis the determinant factors of tobacco consumption in of Albania, which is one of the countries with highest smoking prevalence in Europe. To empirically estimate the elasticity of cigarettes demand in Albania, this paper uses the Living Standard Measurement Survey (LSMS) applying the Deaton’s (1988) demand model. Our paper estimates an Almost Ideal Demand System (AIDS), which allows disentangling quality choice from exogenous price variations through the use of unit values from cigarette consumption. Following a three-stage procedure, the estimated results suggest that the price elasticity is around -0.57. The price elasticity appears to be within the range of estimated elasticities in developing countries and in line with the estimates elasticities from the model using aggregate data. In terms of the control variables, it seems that the total expenditure, household size, male to female ratio and adult ratio are important determinants of tobacco demand in Albania. Thus, since an increase in price, which have been mainly driven by the increases of taxes, have demonstrated to have had a significant impact on tobacco consumption, the government should further engage in gradual increase of taxation. -
Supervision Annual Report Supervision Annual Report 2007 B a N K O F a L B a N I A
2007 Supervision Annual Report Supervision Annual Report 2007 B a n k o f A l b a n i a SUPERVISION ANNUAL REPORT 2 0 0 7 PB Bank of Albania Bank of Albania 2007 Supervision Annual Report Supervision Annual Report 2007 If you use data from this publication, you are requested to cite the source. Published by : Bank of Albania, Sheshi “Skënderbej”, No., Tirana, Albania Tel : 55-4-222220; 225568; 225569; Fax : 55-4-222558 www.bankofalbania.org For enquiries relating to this publication, please contact: Publications Section, Foreign Relations, European Integration and Communication Department e-mail: [email protected] Printed in: 000 copies 2 Bank of Albania Bank of Albania 2007 Supervision Annual Report Supervision Annual Report 2007 CONTENT S A. DOCUMENT “ON SUPERVISION MISSION” 7 B. REGULATORY FRAMEWORK AND LICENSING PROCESS 9 . Legal and regulatory framework 9 2. Licensing C. ON-SITE SUPERVISION 7 . Activity of the on-site supervision function 7 2. Cooperation with other authorities 7 . Problems observed during the examinations 8 D. BANKING SYSTEN AND NON-BANK DEVELOPMENTS 22 . Economic environment 22 2. Main banking system highlights 24 . Banking system structure 26 4. Managing banking activity risk 5. Capital adequacy 40 6. Profitability indicators 4 7. Non-bank financial institutions 49 E. CREDIT REGISTRY 52 . Overview 52 2. Main characteristics of the Credit Registry 5 . Reports and information designed by the Credit Registry 54 F. OTHER 55 . Housing loans. Financial stability implications 55 2. Albanian banking system position related to IFRS 60 G. AnneX 66 Annex . Organisational chart of the Banking Supervision Department (dated December 31, 2007) 66 Annex 2.