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    Zentenarfeier bei Aspern, F. X. Matolony Wien

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    ZENTENARFEIER BEI ASPERN, F. X. MATOLONY WIEN Zentenarfeier bei Aspern, F. X. Matolony Wien ( -

    Zentenarfeier bei Aspern, F. X. Matolony Wien

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    ZENTENARFEIER BEI ASPERN, F. X. MATOLONY WIEN Zentenarfeier bei Aspern, F. X. Matolony Wien ( -

    Lower Echo Lake Watershed Management Plan

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    Union County commissioned F. X. Browne, Inc. to perform a Phase I Diagnostic-Feasibility Study of Lower Echo Lake. The Diagnostic-Feasibility Study was conducted in two stages. The diagnostic portion of the study was conducted to determine current water quality conditions, identify existing problems, and determine the pollutant sources that are responsible for the observed problems. The feasibility aspect of the study evaluated a variety of lake and watershed management alternatives based on the results of the diagnostic study. The product of this study is a Diagnostic Feasibility Report that provides a recommended management plan for the restoration of Lower Echo Lake.Presented to: County of Union, Department of Parks and Recreation; FXB File No. NJ1289-03.Missing maps and appendices B, CPurpose: The purpose of this management plan is to develop strategies for the improvement and protection of Lower Echo Lake and its surrounding watershed

    Diagnostic-Feasibility Study of Upper Echo Lake

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    In April 1996, Union County commissioned F. X. Browne, Inc. to perform a Phase I Diagnostic - Feasibility Study of Upper Echo Lake. The Diagnostic-Feasibility Study was conducted in two stages. The diagnostic portion of the study was conducted to determine current water quality conditions, identify existing problems, and determine the pollutant sources that are responsible for the observed problems. The feasibility aspect of the study evaluated a variety of lake and watershed management alternatives based on the results of the diagnostic study. The product of this study is a Diagnostic Feasibility Report that provides a recommended management plan for the restoration of Upper Echo Lake.Presented to: County of Union, Division of Parks and Recreation. FXB File No. NJ1289-03.Missing maps and appendices.Purpose: The purpose of this report is to present results of a Phase I Diagnostic-Feasibility study of Upper Echo Lake

    Watershed Management Plan for New Brooklyn Lake

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    In 2003, Camden County contracted with Urban Engineers, Inc. to conduct lake and watershed studies of nine Camden County Lakes, including New Brooklyn Lake. Urban Engineers and F. X. Browne, Inc. conducted watershed assessments at each lake, including water quality analyses, bathymetric surveys, macrophyte mapping, GIS mapping, nonpoint source problem area watershed investigations, and the development of management plans for each of the study lakes. The New Brooklyn Lake study was conducted between July 2003 and March 2004.Prepared for: Camden County, New Jersey.Missing some maps and appendix C.Purpose: The purpose of this management plan is to develop strategies for the improvement and protection of New Brooklyn Lake and its surrounding watershed

    Mixed collocation methods for y” = f(x , y)

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    The second-order initial value problem y" = f(x,y), y(x(_0)) = y(_0), y'(x(_0)) = z(_0) which does not contain the first derivative explicitly and where the solution is oscillatory has been of great interest for many years. Our aim is to construct numerical methods which are tuned to act efficiently on strongly oscillating functions. The frequencies involved determine the oscillatory character of the function and as the frequencies approach zero, the classical methods are obtained. The exponential- fitting tool has become increasingly popular as it is specially tailored for oscillating functions. Many classes of methods have been used with exponential-fitting and this will be discussed in more detail in the thesis. Collocation methods are considered for which the basis functions are combinations of polynomial and trigonometric terms. The resulting methods can be regarded as Runge-Kutta-Nyström methods with steplength dependent coefficients. We show how order conditions may be obtained, investigate the stability and other properties of particular methods and present some numerical results

    Sur l'équation fonctionnelle f(x) + f(x+y)

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    Le but de cette note est l'étude de l'équation fonctionnelle f(x)+f(x+y)= φ(y)f(x+y/2) où φ (x) est regardée comme une fonction donnée, et f(x) comme l'inconnue

    Sur l'équation fonctionnelle f(x+y)=f(x)+f(y)

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    Le but de cette note est de démontrer que toute fonction mesurable f(x) satisfaisant à l'équation fonctionnelle f(x+y)=f(x)+f(y) est continue (donc, d'après Cauchy, de la forme Ax)
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