not+extrinsic

  • 111Larynx — For the remotely piloted vehicle, see Larynx (unmanned aircraft). Larynx Anatomy of the larynx, anterolateral view …

    Wikipedia

  • 112Neonatal jaundice — Classification and external resources Jaundice in newborn ICD 10 P58, P …

    Wikipedia

  • 113William S. Hatcher — (1935 2005) was a mathematician, philosopher, educator and a member of the Bahá í Faith [ [http://www.bci.org/prophecy fulfilled/challeng.htm reprint of open letter to fellow students on conversion] Pamphlet copyright 1965, National Spiritual… …

    Wikipedia

  • 114Human leg — Lateral aspect of right leg Latin membrum inferios MeSH …

    Wikipedia

  • 115Factor X — For other uses, see Factor X (disambiguation). Coagulation factor X PDB rendering based on 1c5m …

    Wikipedia

  • 116Intrinsic value (ethics) — For intrinsic value of animals, see Intrinsic value (animal ethics). Intrinsic value is an ethical and philosophic property. It is the ethical or philosophic value that an object has in itself or for its own sake , as an intrinsic property. An… …

    Wikipedia

  • 117Vix Pervenit — Vix Pervenit: On Usury and Other Dishonest Profit was an encyclical, promulgated by Pope Benedict XIV on November 1, 1745, which condemned the practice of charging interest on loans as usury. Because the encyclical was addressed to the Bishops of …

    Wikipedia

  • 118Geometric flow — In mathematics, specifically differential geometry, a geometric flow is the gradient flow associated to a functional on a manifold which has a geometric interpretation, usually associated with some extrinsic or intrinsic curvature. They can be… …

    Wikipedia

  • 119Signal-flow graph — A signal flow graph (SFG) is a special type of block diagram[1] and directed graph consisting of nodes and branches. Its nodes are the variables of a set of linear algebraic relations. An SFG can only represent multiplications and additions.… …

    Wikipedia

  • 120differential geometry — Math. the branch of mathematics that deals with the application of the principles of differential and integral calculus to the study of curves and surfaces. * * * Field of mathematics in which methods of calculus are applied to the local geometry …

    Universalium