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  1. Convex function - Wikipedia

    Well-known examples of convex functions of a single variable include a linear function (where is a real number), a quadratic function ( as a nonnegative real number) and an exponential …

  2. Convex | The backend platform that keeps your app in sync

    Convex is the backend platform that keeps your app in sync. Everything you need to build your full-stack project.

  3. CONVEX Definition & Meaning - Merriam-Webster

    The meaning of CONVEX is curved or rounded outward like the exterior of a sphere or circle. How to use convex in a sentence.

  4. Welcome - Convex Insurance

    We offer international specialty insurance and reinsurance, along with digital risk management solutions, through our operations in Bermuda, London, Europe and the US.

  5. Concave vs Convex - Science Notes and Projects

    Sep 9, 2023 · Concave lenses focus light inside the curve of the lens, while convex lenses focus light using the outer curve. A lens that curves like a “C” (no flat side) is both concave or …

  6. Convex Function -- from Wolfram MathWorld

    Nov 14, 2025 · A convex function is a continuous function whose value at the midpoint of every interval in its domain does not exceed the arithmetic mean of its values at the ends of the interval.

  7. CONVEX Definition & Meaning | Dictionary.com

    Convex definition: having a surface that is curved or rounded outward.. See examples of CONVEX used in a sentence.

  8. Convex Definition (Illustrated Mathematics Dictionary)

    Illustrated definition of Convex: Going outwards. Example: A polygon (which has straight sides) is convex when there are NO dents or indentations...

  9. Convex Shape | Definition | Solved Examples | Questions

    A convex shape is a shape where all of its parts "point outwards." Learn about the convex shapes, the different types of convex shapes, examples, and questions.

  10. Convex Functions | Brilliant Math & Science Wiki

    Convex functions are real valued functions which visually can be understood as functions which satisfy the fact that the line segment joining any two points on the graph of the function lie …