OtherVans
Here we celebrate all other kinds of Van.
Camper Vans and Caravans
Creative and Artistic Vans
Who knew that this artist's full name was Rembrandt Harmenszoon van Rijn?
Literary and Entertainment Vans
Fashion Vans
Footballing Vans
No, that centre back who plays for Liverpool isn't a legend, so doesn't get a mention here. But check out the Wycombe Wanderer's goalie ...
(He's called Mikki van Sas, in case you were wondering)
Darts Vans
Utility Vans
Pop-culture Vans
Aviation Vans
Musical Vans
Science, Technology, Engineering and Maths Vans
Van Schooten's theorem states that for any point P on the circumcircle of an equilateral triangle ABC, the longest of the three line segments connecting P to the triangle's vertices (say PA) is equal to the sum of the lengths of the other two segments (PB + PC).
The Seifert-Van Kampen theorem is a fundamental result in algebraic topology that describes the fundamental group of a space, \(\pi _1(X)\), by breaking it down into the fundamental groups of two simpler, overlapping open subspaces (\(U\) and \(V\)) whose union is \(X\).
Van Aubel's theorem in geometry states that for any quadrilateral, if you construct squares on each of its sides (externally) and then connect the centers of opposite squares with line segments, these two segments will be of equal length and intersect at a right (90-degree) angle.
The van der Waals equation is an equation of state that modifies the ideal gas law to better model the behavior of real gases by accounting for molecular size and intermolecular forces.
Van der Waerden's Theorem is a fundamental result in Ramsey theory stating that for any number of colours (r) and any required length (k), there's a large enough number (N) such that any colouring of the integers from 1 to N with r colours must contain a monochromatic arithmetic progression of length k, guaranteeing pattern repetition even with many colours.
Travel Vans (sort of ...)
Product Vans (clutching at straws a bit now ...)
And ... of course ...
Party Van!
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