Question: What methods did Duke William use to form his forces and why?
About the article "Battle of Hastings", section "Dispositions of forces and tactics".

Candidate passages:
In the "near future" year 1998 (Duke mentions that he had defeated Dr. Proton the previous year), the evil Rigelatins plan to enslave Earth, and they kidnap Duke Nukem (who was performing in an interview about his new autobiography "Why I'm So Great"), to use his brain to plot the attack for their forces.
Duke breaks free to save the world, again. 
After revealing his true intentions to Audrey and leaving her unconscious in a field, William and his henchmen have been tearing Haven apart by amplifying more and more Troubles.
The most recent victim is Doreen, whose newly supercharged Trouble has caused a volcano to erupt, causing havoc in Haven.
Among the injured is Cliff's wife, Suzie.
After dealing with it the best they can, Audrey and Nathan go back to Audrey's apartment over the Grey Gull and fall asleep together.
The next morning, Audrey finds herself alone on the floor in pajamas and no shoes.
The Grey Gull has been changed to Jojo's Bait Shop and, walking to Haven barefoot, she is picked up by Detective Duke Crocker, a third-generation Haven PD cop whose father is Chief.
There is a vandalized realty sign showing Suzie and another man.
They make a stop as Duke has to take a witness statement for the vandalism, and Audrey meets Vince and Dave, who don't recognize her and think she is a homeless person.
They walk off revealing the Haven sign which reads "The safest town in Maine" and she realizes that she is in a Haven where the Troubles do not exist.
Detective Crocker wants her to do a psych evaluation and at the hospital she meets Nathan, who is now Dr. Nathan Hansen (his father being Max Hansen).
She encounters William, and they both see Nathan with his daughter and wife.
William is determined to bring the normal Haven back, with or without Audrey's help.
He yakes one of her hairs and leaves.
He goes to see Vince and Dave Teagues, as Audrey meets up with Duke, explaining to him that William is dangerous.
A murder call comes in: Vince and Dave are both dead.
A blonde hair is found on Dave and Audrey is arrested for their murder.
William acts as Audrey's lawyer and asks her to help find the Troubled person responsible for the new Haven.
Nathan's family is missing and William calls him, asking to speak to Audrey, who is released from custody.
William has kidnapped the Hansens and forces Audrey to find who has changed Haven.
Nathan can't understand how it could happen in Haven, as there is never any crime.
Audrey recalls the vandalized sign and decides to find Suzie in the hope of understanding what has happened to Haven.
Suzie doesn't recognize Cliff who has been following her around.
Audrey with Nathan talks to Cliff who quickly explains that when Suzie died from her injuries he wished for the Troubles to be gone.
The cost of the wish, however, is that she doesn't know him.
Duke tracks Nathan's cellphone to where he is with Audrey, but Nathan and Cliff go to meet William in exchange for Nathan's family.
Duke believes Audrey's story.
They find Cliff tied up, and they are threatened by William, who shoots Duke.
He asks Audrey why she is the one who has to deal with the Troubles.
He tells her she is the one who created the Troubles along with him and she is being punished for it.
He knows because they did it together.
Nathan arrives and picks up Duke's gun, telling William to drop his.
William instead shoots Cliff and Audrey suddenly wakes up in bed with Nathan.
That morning Nathan learns that Suzie has died from complications and Cliff is found shot dead.
Audrey, Nathan and Duke find William at an abandoned warehouse.
William learns that Audrey hasn't told her companions what he told her and explains that Audrey and he are connected.
Before he can say more, however, Nathan shoots him and, as he falls, so does Audrey, having the same gunshot wound as William. 
The Glorious Revolution.
The formation of the 3rd The King's Own Hussars can be traced back to 1685.
The advent of the Monmouth Rebellion in that year led the King of England, James II to expand the military forces under his command in order to suppress the rebellion.
A number of infantry and cavalry units were raised during 1685, including a unit of three troops of cavalry detached from the Duke of Somerset's Royal Dragoons on 16 June by the order of the King.
The three troop captains were ordered to recruit a number of volunteers from the regions around London, including Middlesex, Berkshire and Essex and then proceed to Acton in Middlesex.
Once the unit had arrived it was ordered to guard the northern approaches to the City of London against any attempts by the forces commanded by the Duke of Monmouth to attack the city.
Although the unit did possess weapons and some degree of training, it did not encounter any rebel troops and was still stationed in Middlesex when Monmouth's forces were defeated at the Battle of Sedgemoor on 6 July 1685.
In the aftermath of the failed rebellion the original three troops of the unit were combined with three more cavalry troops, one independent and two newly raised, to form "The Queen Consort's Regiment of Dragoons".
In 1688 the Prince of Orange William of Orange led an invasion of England in what came to be known as the Glorious Revolution, landing a force of 14,000 troops in Devon on 5 November.
James II assembled the English army on Salisbury Plain, approximately from where William had landed his invasion force, in order to protect London; however, as William's forces advanced a large number of English regiments defected and travelled south to pledge their loyalty to William.
The Queen Consort's Regiment of Dragoons was split by a division of loyalties; Lieutenant-Colonel Richard Leveson, along with several captains, led the majority of the regiment to Devon in support of William, but Colonel Cannon and his own troop remained loyal to James II and followed the remnants of James' army as it retreated to London.
On 31 December William promoted Leveson to Colonel of the regiment, and Leveson proceeded to raise new recruits and horses to replace those who had remained loyal to James; the regiment continued to recruit from the Home Counties, with recruitment particularly focusing within Bedfordshire, and it was renamed as "Leveson's Dragoons" in honour of Leveson and his support of William. 
One of the many examinations for which Grassmann sat required that he submit an essay on the theory of the tides.
In 1840, he did so, taking the basic theory from Laplace's "Mécanique céleste" and from Lagrange's "Mécanique analytique", but expositing this theory making use of the vector methods he had been mulling over since 1832.
This essay, first published in the "Collected Works" of 1894–1911, contains the first known appearance of what are now called linear algebra and the notion of a vector space.
He went on to develop those methods in his A1 and A2 (see references).
In 1844, Grassmann published his masterpiece, his "Die Lineale Ausdehnungslehre, ein neuer Zweig der Mathematik" Theory of Linear Extension, a New Branch of Mathematics, hereinafter denoted A1 and commonly referred to as the "Ausdehnungslehre," which translates as "theory of extension" or "theory of extensive magnitudes."
Since A1 proposed a new foundation for all of mathematics, the work began with quite general definitions of a philosophical nature.
Grassmann then showed that once geometry is put into the algebraic form he advocated, the number three has no privileged role as the number of spatial dimensions; the number of possible dimensions is in fact unbounded.
Fearnley-Sander (1979) describes Grassmann's foundation of linear algebra as follows:Following an idea of Grassmann's father, A1 also defined the exterior product, also called "combinatorial product" (In German: "äußeres Produkt" or "kombinatorisches Produkt"), the key operation of an algebra now called exterior algebra.
(One should keep in mind that in Grassmann's day, the only axiomatic theory was Euclidean geometry, and the general notion of an abstract algebra had yet to be defined.)
In 1878, William Kingdon Clifford joined this exterior algebra to William Rowan Hamilton's quaternions by replacing Grassmann's rule "epep" = 0 by the rule "epep" = 1.
(For quaternions, we have the rule "i"2 = "j"2 = "k"2 = −1.)
For more details, see exterior algebra.A1 was a revolutionary text, too far ahead of its time to be appreciated.
Grassmann submitted it as a Ph.
D. thesis, but Möbius said he was unable to evaluate it and forwarded it to Ernst Kummer, who rejected it without giving it a careful reading.
Over the next 10-odd years, Grassmann wrote a variety of work applying his theory of extension, including his 1845 "Neue Theorie der Elektrodynamik" and several papers on algebraic curves and surfaces, in the hope that these applications would lead others to take his theory seriously.
In 1846, Möbius invited Grassmann to enter a competition to solve a problem first proposed by Leibniz: to devise a geometric calculus devoid of coordinates and metric properties (what Leibniz termed "analysis situs").
Grassmann's "Geometrische Analyse geknüpft an die von Leibniz erfundene geometrische Charakteristik", was the winning entry (also the only entry).
Moreover, Möbius, as one of the judges, criticized the way Grassmann introduced abstract notions without giving the reader any intuition as to why those notions were of value.
In 1853, Grassmann published a theory of how colors mix; it and its three color laws are still taught, as Grassmann's law.
Grassmann's work on this subject was inconsistent with that of Helmholtz.
Grassmann also wrote on crystallography, electromagnetism, and mechanics.
Grassmann (1861) set out the first axiomatic presentation of arithmetic, making free use of the principle of induction.
Peano and his followers cited this work freely starting around 1890.
Lloyd C. Kannenberg published an English translation of The Ausdehnungslehre and Other works in 1995 (ISBN 0-8126-9275-6.
-- ISBN 0-8126-9276-4).
In 1862, Grassmann published a thoroughly rewritten second edition of A1, hoping to earn belated recognition for his theory of extension, and containing the definitive exposition of his linear algebra.
The result, "Die Ausdehnungslehre: Vollständig und in strenger Form bearbeitet" Theory of Extension, Thoroughly and Rigorously Treated, hereinafter denoted A2, fared no better than A1, even though A2's manner of exposition anticipates the textbooks of the 20th century. 
 in Biblical studies.
Source criticism, as the term is used in biblical criticism, refers to the attempt to establish the sources used by the author and/or redactor of the final text.
The term "literary criticism" is occasionally used as a synonym.
Biblical source criticism originated in the 18th century with the work of Jean Astruc, who adapted the methods already developed for investigating the texts of Classical antiquity (Homer's Iliad in particular) to his own investigation into the sources of the Book of Genesis.
It was subsequently considerably developed by German scholars in what was known as "the Higher Criticism", a term no longer in widespread use.
The ultimate aim of these scholars was to reconstruct the history of the biblical text, as well as the religious history of ancient Israel.
Related to Source Criticism is Redaction Criticism which seeks to determine how and why the redactor (editor) put the sources together the way he did.
Also related is form criticism and tradition history which try to reconstruct the oral prehistory behind the identified written sources.