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  2. Julius Blum - Wikipedia

    en.wikipedia.org/wiki/Julius_Blum

    The construction of concealed hinges started in 1964, and this essentially led to the entry into the furniture fittings industry. Today, Blum products are exported to more than 120 countries. [1] [7] [2] [5] Julius Blum died in 2006, and the family business continued to be run by his sons, Gerhard Blum and Herbert Blum.

  3. Hinge - Wikipedia

    en.wikipedia.org/wiki/Hinge

    An ornate brass door hinge A barrel hinge. A hinge is a mechanical bearing that connects two solid objects, typically allowing only a limited angle of rotation between them. Two objects connected by an ideal hinge rotate relative to each other about a fixed axis of rotation, with all other translations or rotations prevented; thus a hinge has one degree of freedom.

  4. Plastic hinge - Wikipedia

    en.wikipedia.org/wiki/Plastic_hinge

    Diagram of a structure featuring plastic hinges. In the structural engineering beam theory, plastic hinge is the deformation of a section of a beam where plastic bending occurs. [1] In earthquake engineering plastic hinge is also a type of energy damping device allowing plastic rotation [deformation] of an otherwise rigid column connection. [2]

  5. Blend modes - Wikipedia

    en.wikipedia.org/wiki/Blend_modes

    This is a linear interpolation between Multiply (for a=0) and Screen (for a=1) blend modes. It can also be seen as a linear interpolation between the gamma correction with γ=2 (for b=0), and a certain tonal curve (for b=1). (The latter curve is equivalent to applying γ=2 to the negative of image.)

  6. Richard C. Blum - Wikipedia

    en.wikipedia.org/wiki/Richard_C._Blum

    Richard Charles Blum (July 31, 1935 – February 27, 2022) was an American investor and the husband of United States Senator Dianne Feinstein. [1] He was the chairman and president of Blum Capital , an equity investment management firm.

  7. Compact operator - Wikipedia

    en.wikipedia.org/wiki/Compact_operator

    A linear map : between two topological vector spaces is said to be compact if there exists a neighborhood of the origin in such that () is a relatively compact subset of . [ 3 ] Let X , Y {\displaystyle X,Y} be normed spaces and T : X → Y {\displaystyle T:X\to Y} a linear operator.

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