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17 May 2019: It’s an astonishing process to watch unfold. Can Aztekin. It has long been known that some animals can regrow their tails following amputation – Aristotle observed this in the fourth century ... Professor Benjamin Simons, a co-author of the study says

16 May 2019: If we want to add the expressions for two waves, we can get into some rather nasty trigonometry. ... 1/2. = (z z. ). 1/2. Some terminology: a = Re(z), or the real part of z, b = Im(z), or the imaginary part of z, i = (-1).

7 Oct 2019: Set Sn = X1 Xn. (a) Let A σ(Sn). Show that A = {Sn B} for some Borel set B. ... for some a < b and some p (0, 1). Show that if r a or r b then this model has an arbitrage.

6 Dec 2019: hidden variables. Similarly, the result of measuring the positron’s spin along b is some. ... of polarizers and photomultipliers which read out 1 according to whether the photons arefound to be linearly polarized along some directions a and b.

30 Aug 2019: Show that, if. |A| >m. j=r. (. m. j. ). (. m r. j r. ). for some integer m, then |B| >(mr. ). ... tion sizes are constrained modulo some prime. Deduce, or prove directly, that if A P[n] and |AB| = λ for all distinct A, B A,then |A| 6 n, unless λ =

24 Oct 2019: some oranges in exchange for some more apples or give up some apples in exchange for. ... some more oranges.  Bundles A, B and C along the highest indifference curve UH all give the same level of utility to.

11 Nov 2019: Some more terminology: B is called the base and E the total space of this vector bundle. ... The ψβα’s can be taken from some vector bundle E over B, then P will be‘constructed from E’.

15 Nov 2019: a) All words w {0, 1} consisting of either the string 01 repeated some number oftimes (possibly none), or the string 010 repeated some number of times (possiblynone). ... b) All words w {a, b, c} consisting of some number of a’s (possibly none),

10 Oct 2019: b) four from among the Professors and Readers;. (c) eight from among the other members of the Regent House. ... or in the absence of such deputy some other member of the Council chosen by the members present.

6 Oct 2019: Why cohomology? A moduli space M is anything which classifies some kind of families:. ... It always depends on the specifics of the groups Gn, though thereare some general principles.