Only the statistics you need and the decision you expect

The objective of your analytical procedure is to quantify accurately; the objective of the validation is to provide laboratories as well as regulatory bodies guarantees that your method can achieve its goal; the objective of
e-noval/Seelva is to join both objectives adequately by estimating and displaying the performance of your analytical procedure.

That's the most efficient way to reliably provide quantified evidence that your analytical procedure is likely to quantify tomorrow's samples with the accuracy you wish.

There is one objective for your analytical procedure; e-noval/Seelva gives you only one related decision.

A service easy to use, results easy to interpret

e-noval/Seelva is an internet based service that requires you to only have a browser,  an analytical procedure and your data. The latest technology makes e-noval/Seelva easy to install, to maintain and to disseminate throughout your organization while being of the best quality. Optimally designed graphical display and interactive information make its use natural; its interpretation obvious and so requires limited trainings.

A solution fully validated in compliance with regulatory documents; a validation report ready to use

e-noval/Seelva is not just another software, nor another friendly website.

e-noval/Seelva is a true industrial solution for your laboratory that has been developed, validated and documented following strongest standards and is compliant to 21CFR-Part 11. Those outstanding standards in quality were achieved by partnering closely with Qualilab, a company well established in laboratory quality and software validation.

Computations and delivery are performed using SAS 9.1 system, the definitive reference of quality in number processing.

The final output itself, a PDF non-editable report you can tailor to your needs, constitutes the definitive document you release for demonstrating the validity of your analytical procedure. In a couple of minutes you get a report that is clear, intelligible, self-explicit and validated!

Control and understand your risks

Make your procedure compliant with regulatory documents, be confident in your procedure

Too often the analyst has to make trade-offs between being compliant with most regulatory documents and releasing a procedure that provide reliable results. The concepts and approaches implemented by e-noval/Seelva will make you confident in your method while being in accordance with all regulatory bodies. e-noval/Seelva is the ultimate scientific achievement in the area resulting from more than 8 years of in depth brainstorming and scientific development between experts from academia and industry specialized in analysis and statistics. With e-noval/Seelva you will be able to fulfil regulatory requirements without pain while being able to control and minimize the risk of use of your analytical procedure.

Flexible, optimized and scientifically relevant

Offers the flexibility your expertise deserves

As long as you perform the minimal set of experiments e-noval/Seelva will recommend you to process, no matter the range of your method, the number of levels or replicates, e-noval/Seelva will adapt to your way of working and will allow maximizing the capabilities of your methods. The openness of the service, jointly with the interactive interface, will allow you to tailor dynamically the statistical analyses and the reports to the specificities of your environment and processes.

A wide variety of calibration models to achieve accurate results

As pointed recently in a FDA guide, the simplest model describing the relationship between the quantity and the response must be used as a calibration model. e-noval/Seelva goes well beyond! e-noval/Seelva will automatically suggest the simplest model that maximizes the accuracy of your method. You developed a method to quantify accurately, not to fit simple models, that's obvious, isn't it ?

Find the most extreme and reliable limit of quantitations

The objective of most analytical procedures is to be able to quantify accurately over a large range of values and in particular to remain accurate for extremely low quantities. New algorithms built into e-noval/Seelva will help you to find the lowest (and largest) limits of quantitation you can rely on blindly.