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A basic stellar polarimeter comprises a modulator and detector system The units are usually mounted within a box for attachment to the telescope This self-contained polarimetric head may provide observer support devices such as retractable transfer optics for inspection of the telescope image prior to the measurements Instruments using photomultiplier detectors require the use of a eld stop or eld-limiting diaphragm, in similar fashion to a regular photometer According to Pospergelis (1965), the eld stop must have a knife edge of strictly circular shape, with minimal re ecting surface at its edge The aperture should be made with non-metallic material such as ebonite, and the beam must pass through the hole symmetrically If these conditions are not met, spurious linear polarization of up to 01% may arise The simplest form of modulator is a rotatable polarizer prior to a detector As described at the beginning of the chapter, an early polarimeter of this type, used by Hiltner (1951a), was a standard photometer with a Polaroid inserted whose orientation was adjustable to selected positions In a system described by Hall (1951), a continuous rotating Glan Thompson rism was employed With this instrument, the probable error of the measurements was typically 02%, one of the chief problems being atmospheric intensity scintillation noise A pioneering double-beam polarimeter using a Wollaston prism was constructed by Gehrels & Teska (1960) The output signals for the two channels with photomultiplier detectors were simply recorded by DC ampli ers and pen recorder systems An early design of double-beam polarimeter was also used by Serkowski & Chojnacki (1969) The system comprised a Wollaston prism, with further separation of the resolved components by the apex of an aluminized 97 prism The instrument was rotatable in steps of 45 on the telescope mounting plate Signals were obtained from photomultipliers illuminated via Fabry lenses so that the telescope pupil was imaged on them Difference signals were recorded, and detector imbalances were calibrated using a depolarizer Many of the early instruments involving stepped rotation of wave plates or polarizers were controlled by hand As computer control became an eventuality, such operations were performed by using stepper motors An early automated system was described by Kinman & Mahaffey (1974), this being similar to the design of Visvanathan (1972) In order to reduce sky background contamination that is prevalent at high latitude observatories, Piirola (1973, 1975) designed an instrument with built-in compensation Two diaphragms were placed in the focal plane of the telescope and by a mechanical chopping arrangement, the detector was alternatively illuminated by star plus sky background and then just by an equal area of the sky alone; in this way the contaminating signal from the sky was automatically subtracted The same principle was also incorporated by Korhonen, Piirola & Reiz (1984) and Piirola (1988) in a more sophisticated instrument allowing simultaneous ve-band multi-colour observations.

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How to: Encode and Decode a TIFF Image | Microsoft Docs
Mar 29, 2017 · C# Copy. // Open a Stream and decode a TIFF image Stream imageStreamSource = new FileStream("tulipfarm.tif", FileMode.Open, FileAccess.

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C# Tutorial 94: How to Convert Images from One Format to Another ...
Nov 1, 2013 · Convert different picture formats (jpg, gif, png, etc.) to (jpg, gif, png, ... to PNG c sharp. Convert ...Duration: 8:37 Posted: Nov 1, 2013

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[93] MD Bugajska and AC Schultz Anytime Coevolution of Form and Function In Proceedings of the IEEE Congress on Evolutionary Computation, volume 1, pages 359 366, 2003 [94] B Bullnheimer, G Kotsis, and C Strauss Parallelization Strategies for The Ant System In G Toraldo A Murli, P Pardalos, editor, Kluwer Series on Applied Optimization, pages 87 100, 1997 [95] WL Buntine and AS Weigend Computing Second Order Derivatives in Feed-Forward Networks: A Review IEEE Transactions on Neural Networks, 5(3):480 488, 1994 [96] FM Burnet The Clonal Selection Theory of Acquired Immunity Vanderbilt University Press, Nashville, TN, 1959 [97] FM Burnet Clonal Selection and After In GI Bell, AS Perelson, and GH Pimbley Jr, editors, Theoretical Immunology, pages 63 85 Marcel Dekker Inc, New York, 1978 [98] P Burrascano A Pruning Technique Maximizing Generalization In Proceedings of the International Joint Conference on Neural Networks, volume 1, pages 347 350, 1993 [99] D Camara and AAF Loureiro A GPS/Ant-Like Routing Algorithm for Ad Hoc Networks In Proceedings of the IEEE Wireless Communications and Networking Conference, pages 1232 1236, 2000 [100] E Cant -Paz A Survey of Parallel Genetic Algorithms Calculateurs Paralleles, u Reseaux et Systems Repartis, 10(2):141 171, 1998 [101] E Cant -Paz Migration Policies and Takeover Times in Parallel Genetic Alu gorithms In W Banzhaf, J Daida, AE Eiben, MH Garzon, V Honavar, M Jakiela, and RE Smith, editors, Proceedings of the Genetic and Evolutionary Computation Conference, page 775, San Francisco, CA, 1999 Morgan Kaufmann [102] E Cant -Paz Migration Policies, Selection Pressure, and Parallel Evolutionary u Algorithms Technical Report IlliGAL Report No 99015, University of Illinois at Urbana-Champaign, 1999 [103] E Cant -Paz Parallel Genetic Algorithms with Distributed Panmictic Popuu lations Technical Report IlliGAL Report No 99006, University of Illinois at Urbana-Champaign, 1999 [104] E Cant -Paz Topologies, Migration Rates, and Multi-Population Parallel u Genetic Algorithms In W Banzhaf, J Daida, AE Eiben, MH Garzon, V Honavar, M Jakiela, and RE Smith, editors, Proceedings of the Genetic and Evolutionary Computation Conference, pages 91 98, San Francisco, CA, 1999 Morgan Kaufmann [105] P Cardoso, M Jes s, and A M rquez MONACO Multi-Objective Network u a Optimization Based on an ACO In Proceedings of Encuentros de Geometr a Computacional, 2003 [106] A Carlisle Applying the Particle Swarm Optimizer to Non-Stationary Environments PhD thesis, Auburn University, 2002 [107] A Carlisle and G Dozier Adapting Particle Swarm Optimization to Dynamic Environments In roceedings of the International Conference on Artificial Intelligence, pages 429 434, 2000.

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1 Annualized return A The annual rate of return is used for comparison purposes among companies It is referred to as the APR, or annual percentage rate The annualized return is calculated by multiplying a given rate by the number of compounding periods that annualizes it For example, if the quarterly rate of return is 4 percent for an investment, the annual rate of return is 16 percent B Time value of analysis tells us that a 4 percent quarterly return is actually more than a 16 percent annual return It is actually 1699 percent [(104)4] 2 Real (in ation-adjusted) return A The real return is the earnings from an investment that are above in ation The real return is determined by the following formula: 1 nominal rate 1 100 (1) 1 inflation rate (2) Where the nominal rate is the absolute return, and the in ation rate is the rate of in ation for the period B Example: Assume an individual invests $1,000 at the beginning of the year and earns 10 percent The in ation over the period is 3 percent The real return equals 110 1 100 679% 103 3 Risk-adjusted return A In determining the various returns earned by a portfolio, a higher return by itself is not necessarily indicative of superior performance Alternately, a lower return is not indicative of inferior performance B There are three major composite equity portfolio measures that combine risk and return to give quanti able risk-adjusted numbers These composite performance measures are the Treynor index, the Sharpe index, and the Jensen index (see Topic 46) Investors can use these measures together to determine whether a portfolio or fund manager actually beat the market C In the simplest way, the risk-adjusted return is calculated by taking the rate of return of a stock or portfolio and dividing it by some risk measure, such as standard deviation or beta 4 Required rate of return The capital asset pricing model (CAPM) determines the required rate of return for any risky asset It speci es that the return on an investment (r) depends on the return the individual earns on a risk-free asset and a risk premium The return of a US Treasury bill is used as the risk-free asset The risk-adjusted return is expressed as r = rf + (rm rf) beta where rf is the risk-free asset and rm is the return of the market The risk premium, which is the additional return of the market over the risk-free rate of eturn (rm rf) is adjusted by the systematic risk associated with that asset, the beta coef cient.

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[30] MJ Antunes and ME Correia Towards a New Immunity-Inspired Intrusion Detection Framework Technical Report DCC-2006-04, Departamento de Ciencia de Computadores Faculdade de Ciencias da Universidade do Porto, 2006 [31] DV Arnold Evolution Strategies with Adaptively Rescaled Mutation Vectors Technical Report CS-2005-04 Dalhousie University, 2005 [32] DV Arnold and H-G Beyer A General Noise Model and Its E ects on Evolution Strategy Performance IEEE Transactions on Evolutionary Computation, 10(4):380 391, 2006 [33] R Axelrod Evolution of Strategies in The Iterated Prisoner s Dilemma In L Davis, editor, Genetic Algorithms and Simulated Annealing, pages 32 41 Morgan Kaufmann, 1987 [34] S Aydin and H Temeltas Time Optimal Trajectory Planning for Mobile Robots by Di erential Evolution Algorithm and Neural Networks In Proceedings of the IEEE International Symposium on Industrial Electronics, volume 1, pages 352 357, 2003 [35] BV Babu and MML Jehan Di erential Evolution for Multi-Objective Optimization In Proceedings of the IEEE Congress on Evolutionary Computation, volume 4, pages 2696 2703, 2003 [36] BV Babu and KKN Sastry Estimation of Heat Transfer Parameters in A Trickle-Bed Reactor using Di erential Evolution and Orthogonal Collocation Computers & Chemical Engineering, 23(3):327 339, 1999 [37] V Bachelet and E-G Talbi COSEARCH: A Co-Evolutionary Metaheuristic In Proceedings of the IEEE Congress on Evolutionary Computation, volume 2, pages 1550 1557, 2000 [38] T B ck Selective Pressure in Evolutionary Algorithms: A Characterization of a Selection Mechanisms In Proceedings of the First IEEE Conference on Evolutionary Computation, pages 57 62, 1994 [39] T B ck Evolutionary Algorithms in Theory and Practice Oxford University a Press, New York, 1996 [40] T B ck On The Behavior of Evolutionary Algorithms in Dynamic Environa ments In IEEE World Congress on Evolutionary Computation, Proceedings of the IEEE Congress on Evolutionary Computation, pages 446 451, 1998 [41] T B ck, DB Fogel, and Z Michalewicz Evolutionary Computation 2: Ada vanced Algorithms and Operators IOP Press, 2000 [42] T B ck and U Hammel Evolution Strategies Applied to Perturbed Objective a Functions In IEEE World Congress on Computational Intelligence, Proceedings of the IEEE Conference on Evolutionary Computation, volume 1, pages 40 45, 1994 [43] T B ck, F Ho meister, and H-P Schwefel A Survey of Evolution Strategies a In LB Belew and RK Booker, editors, Proceedings of the Fourth International Conference on Genetic Algorithms, pages 2 9, 1991 [44] T B ck and M Sch tz Evolution Strategies for Mixed-Integer Optimization a u of Optical Multilayer Systems In JR McDonnell, RG Reynolds, and DB Fogel, editors, Proceedings of the Fourth Annual Conference on Evolutionary Programming, pages 35 51, Cambridge, MA, 1995.

You ll be entitled to withdraw up to $20,000 from your RRSP tax-free for buying r building a home, as long as you haven t owned a home in the ve calendar years leading up to and including the current year (you can use the plan in the current year up to 30 days after you ve purchased your home) If you re married, then you and your spouse will each be entitled to a $20,000 withdrawal, provided neither of you has owned a home in the last five calendar years (including this year) and you re buying the new home jointly Even if your spouse has owned a home in that time, you re entitled to make a withdrawal under the HBP, provided it was not your principal residence while you were married or living as common-law partners (including same sex partners) It used to be that the tax collector would only let you make withdrawals in a single calendar year under the HBP This was changed in 1998 and now you can make withdrawals in a year subsequent to your previous withdrawals provided those previous withdrawals are paid back first Second, if you are disabled or support a disabled person, you may be eligible to make withdrawals under the HBP even if you have owned a home recently.

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Once you ve made a withdrawal under the HBP, you ve got to close the purchase of a home by October 1 of the following year called the completion date So, if you make a withdrawal in 2007, your purchase will have o close by October 1, 2008 Can t manage to close the deal that quickly The tax collector may be willing to provide a one-year extension to that October 1 deadline, and in most cases you have the option of putting the funds back into your RRSP by December 31 following the completion date without a penalty Keep in mind, too, that the rules require you to occupy your new home as your principal residence within 12 months after buying the place Make sure you use Form T1036 (available from your RRSP carrier) when making withdrawals; this will allow the RRSP carrier to bypass tax withholdings on your withdrawal under the HBP If you were hoping to buy that boat you ve been dreaming of, and call it your home under the HBP, you ll nd yourself out of luck The home must be located on solid ground in Canada, but other than this, most homes will qualify, including: detached and semi-detached homes, townhouses, condominiums, mobile homes, apartment units, and even a share in a cooperative housing corporation.

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Basic Image Manipulation in C# - Andrew Hoefling
Aug 20, 2018 · Image Manipulation is a powerful utility provided by .NET that can make really cool applications or tools depending what you are building.

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Convert Tiff Images to Gif/Jpeg - C# / C Sharp - Bytes
Nov 17, 2005 · Hello friends, Can any body tell me the sample code to convert a Tiff image to a Gif or Jpeg format. The Resolution of picture is a big concern ...

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