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Explore daily insights on the USA TODAY crossword puzzle by Sally Hoelscher. Uncover expert takes and answers in our crossword blog.
As it turns out, it is very easy to transit from a path leading to the point to one leading back out. This makes sense, since the orbit is unstable, which implies one will eventually end up on one of the outbound paths after spending no energy at all. Edward Belbruno coined the term "weak stability boundary" [6] or "fuzzy boundary" [7] for this ...
In mathematics, a path in a topological space is a continuous function from a closed interval into . Paths play an important role in the fields of topology and mathematical analysis . For example, a topological space for which there exists a path connecting any two points is said to be path-connected .
A crossword creator might choose to clue the answer SEN (as in the abbreviation for "senator") as "Washington bigwig: Abbr." or "Member of Cong.", with the abbreviation in the clue indicating that the answer is to be similarly abbreviated. [7] The use of "Var." indicates the answer is a variant spelling (e.g., EMEER instead of EMIR), while the ...
[11] In 1950, the crossword became a daily feature. That first daily puzzle was published without an author line, and as of 2001 the identity of the author of the first weekday Times crossword remained unknown. [13] There have been four editors of the puzzle. Farrar edited the puzzle from its inception in 1942 until 1969.
A space of all maps from to X, with no distinguished point for the start of the paths, is called the free path space of X. [2] The maps from to X are called free paths. The path space P X {\displaystyle PX} is then the pullback of X I → X , χ ↦ χ ( 0 ) {\displaystyle X^{I}\to X,\,\chi \mapsto \chi (0)} along ∗ ↪ X {\displaystyle ...
A 2005 article by Frank Tallis suggested that being utterly romantically lovestruck should be taken more seriously by professionals. [5] "For love-struck victims, the world appears altered. Replacing the flatness of ordinary experience is a fullness". [6] According to Tallis, some of the symptom clusters shared with being lovestruck include:
The classical Wiener space of continuous paths; The Skorokhod space of càdlàg paths; For the usage in algebraic topology, see path space (algebraic topology). For Moore's path space, see path space fibration#Moore's path space. See also: loop space, the space of loops in a topological space