Download software tagged by read text from image in c net

EaseSoft Linear Barcode ASP.NET Web ServerControls use its internal HttpHandler to transfer barcode images directly to the client without any temporary files.It is the most efficient method to generate the barcodes dynamically.

Graphics Mill for .NET is image processing .NET component, with rich imaging features, and powerful visual Windows and Web controls (AJAX-based). Supports multiple file formats, different imaging operations, color management, and many other features.

Generate barcode images on Windows CE .NET and Microsoft Windows Mobile devices including Pocket PC with this Compact Framework DLL. Supported symbologies include Code 128, Code 39, ITF, Code 93, UCC, UPC, EAN and Postnet.

Net Update is the fastest and easiest way to distribute all your software updates. Using a powerful client/server infrastructure, your client software can be modified, or completely updated in whatever configuration best suits your requirements.

EaseSoft .Net Barcode Windows Form Control support most barcode symbologies including Code 39, Extended Code 39, Code 128, UCC/EAN-128, Industrial 2 of 5 Planet, Interleaved 2 of 5, Codabar, UPC-A, UPC- E, EAN 13, EAN 8, BOOKLAND, MSI, Code 11, Code 93

3-in-1: COM, .NET and XML Web service Interest derivatives pricing framework: set contract, set vol/price/interest models and run MC. We also cover: Treasury's, Price/Yield, Zero Curve, Fixed-Interest bonds, Forward rates/FRAs, Duration and Convexity

Add refined procedures for solving uni and multi dimensional, local or global optimization problems to your .NET and COM Applications. Specialized Linear programming algorithm based on the Simplex Algorithm and duality, included.

3-in-1: .NET, COM and XML Web service Components for pricing option and futures contracts using Monte Carlo and Finite Difference techniques. General MC pricing framework included: wide range of contracts, price, interest and vol models.

3-in-1: .NET, COM and XML Web service implementation of Markowitz Theory and the CAPM to construct the optimal portfolio with/without asset weight constraints with respect to the risk, return or investors utility function. Incl. Perform Eval, Interp.