[8], 78, 81-368 p., [7] folded woodcut plates : ill. ; Editor's dedication signed: Thomas Garrard. ; "Charlewood pr[inted]. quires A and Nn to the end; Howe app[arently]. did the rest"--STC. ; L4 is cancelled, with a corresponding gap in pagination; text is continuous. ; With an added errata leaf (not included in collation above). ; Reproduction of the original in the Henry E. Huntington Library and Art Gallery.
[88] p. ; Signatures: A-L⁴. ; "A kalender containing the square roote of any number from 100. to 10000" has divisional title page; register is continuous. ; Reproduction of the original in the Henry E. Huntington Library and Art Gallery.
[44] p. ; Signatures: A-E⁴ F² . ; Reproduction of a photostat of the original in the Henry E. Huntington Library and Art Gallery. ; Title page in pen facsimile.
[2], 166, [2] p.; [4], 20 leaves, [8] folded leaves : ill. (woodcuts) ; By Thomas Styward. ; East printed the title page to part 1 and all of part 2. In part 1 Kingston printed B-D, K-N, Q-T and possibly Y; How printed E-I, O-P; Charlewood printed V-X (STC). ; "A compendious treatise entituled, De re militari . VVritten in the Spanish tongue, by . Luis Gutierres de la Vega . and newlie translated into English, by Nicholas Lichefild" has separate dated title page, register, and foliation. This was also issued separately as STC 12538. ; Part 2: A2 is a cancel. ; Reproduction of the original in the Henry E. Huntington Library and Art Gallery. ; Lacks part 2.
[6], 48 leaves ; Attributed to Thomas Proctor the poet, whose initials appear on [par.]2r; but in fact probably by a different Thomas Proctor. ; At foot of title: Cum priuilegio ad imprimendum solum. ; Reproduction of the original in the Henry E. Huntington Library and Art Gallery.
[10], 66, [8] leaves : ill. (woodcuts) ; A translation of: De re militari. ; With four final leaves of woodcuts and four contents leaves. ; Reproduction of the original in the Henry E. Huntington Library and Art Gallery.
[204] p. ; A translation of: Porcia, Jacopo di. De re militari. ; Printer's and bookseller's names from colophon. ; Signatures: A [chi]² B-M N⁴. ; Reproduction of the original in the Henry E. Huntington Library and Art Gallery.
[224] p. ; Place of publication and printer's name from colophon. ; Signatures: a A-N. ; Title within ornamental border (McK & Ferg. 16). ; Reproduction of the original in the British Library.
[288] p. ; A translation of: Faits d'armes et de chevalerie. ; Caption title, pi1r. ; Colophon reads: Thus endeth this boke whiche xp[ist]yne of pyse made [and] drewe out of the boke named vegecius de re militari [and] out of tharbre of bataylles wyth many other thynges sett in to the same requisite to werre [and] batailles whiche boke beyng in fre[n]she was delyuered to me will[ia]m Caxton by the most crysten kynge [and] redoubted prynce my naturel [and] souerayn lord kyng henry the, vij . the, xxiij, day of Ianyuere the, iiij, yere of his regne [and] desired [and] wylled me to translate this said boke [and] reduce it in to our english [and] natural tonge, [and] to put it in enprynte . Whiche translacyon was finysshed the, viij, day of Iuyll[y] the sayd yere [and] enprynted the, xiiij, day of Iuyll[y] next folowyng [and] ful fynyshyd . ; "Tharbre of bataylles" is by Honoré Bonet. ; Signatures: pi² A-R S⁶. ; Caption title, A1: Here begynneth the book of fayttes of armes [and] of chyualrye . ; The last leaf is blank. ; Sheet S2.5 is in two settings; S2r lines 4-5 have (1) "Consules of Mountpellyer" or (2) "Consules of Mountpollyer". ; Reproduction of the original in the British Library.
Orders given for companies of soldiers to report to the Lieutenant General of their given provinces. ; Electronic reproduction; 14, [2] p. ; 17 cm (4to)
Folded leaf 33 bound in at end of pt. 2. Leaf 16 (comprising 2 folded leaves) and single folded leaves 20 and 23 bound in at end of pt. 3. There are 2 additional folded leaves bound after pt. 3; they appear to be printed with the woodcuts for the first two diagrams of leaf 20, but without the accompanying letterpress. ; Foliation, pt. 1: [4], 80 leaves (4 folded) ; pt. 2: 35 leaves (1 folded); pt. 3: 30, [1] leaves (the last blank, 4 folded); pt. 4: [1], 29 leaves; pt. 5: [2], 39, [1] leaves. ; Bozzola's device appears on all t.p.'s (griffin). Numerous woodcut ill. including many double-page and some on folded leaves. The double-page ill. have letterpress on the verso and are tipped onto a stub at the centerfold; most of them are assigned a separate signature letter and included in the foliation as two leaves. Initials. ; Pts. 2-5 have added t.p.'s. Each pt. separately foliated and signed, the 5 sequences of signatures having from 1 to 5 letters. ; An expanded version of Cataneo's Dell'arte militare libri tre (Brescia : T. Bozzola, 1571). Also issued at Brescia in the same year by P.M. Marchetti. See BM. ; BM ; Mode of access: Internet. ; Inscription on front pastedown: Vale. Paoli, 2. Below is another: di Bernard.no ?Minucchi / L2.10. An inscription on the t.p. at either side of the device has been scratched out. Arithmetical sum in right margin of t.p. Bibliographical note in pencil on back free endpaper verso, followed by an inscription (now scratched out), and the pencilled signature: .Joseph. ; Binding: old limp vellum. Author and title written on paper label at head of spine.
Over the last 50 years there has been a paradigmatic shift in the climate of ideas and governing orthodoxy from Keynesian-corporatism to neoliberalism. Such paradigms provide the philosophical goals that are pursued by policy and practice and determine what are considered to be the legitimate means of attaining those goals. We use evolving policy and practice relating to the protection and management of street trees as a vehicle for examining the relations between the competing paradigms of corporatism and neoliberalism, and the ways that they are expressed 'on the ground'. In doing so we highlight the tensions between the amenity value and the economic value of street trees and between techniques for their estimation. The legitimacy of measures of the former, such as Helliwell and CAVAT, that embody corporatist concepts are subject to continuing challenges based on their (lack of) scientific rigour or economic principle. The strengths of measures of the latter, such as i-Tree, are emphasised on the same grounds. Such is the success of these efforts that the equation of the value of a street tree with an estimation of the price that people will pay for the ecosystem services it delivers is not seen as controversial.
In this paper we present a simple technique to derive certificates of non-realizability for a combinatorial polytope. Our approach uses a variant of the classical algebraic certificates introduced by Bokowski and Sturmfels (1989), the final polynomials. More specifically we reduce the problem of finding a realization to that of finding a positive point in a variety and try to find a polynomial with positive coefficients in the generating ideal (a positive polynomial), showing that such point does not exist. Many, if not most, of the techniques for proving non-realizability developed in the last three decades can be seen as following this framework, using more or less elaborate ways of constructing such positive polynomials. Our proposal is more straightforward as we simply use linear programming to exhaustively search for such positive polynomials in the ideal restricted to some linear subspace. Somewhat surprisingly, this elementary strategy yields results that are competitive with more elaborate alternatives, and allows us to derive new examples of non-realizable combinatorial polytopes ; Gouveia was partially supported by the Centre for Mathematics of the University of Coimbra - UIDB/00324/2020 , funded by the Portuguese Government through FCT/MCTES . Macchia was supported by the Einstein Foundation Berlin under Francisco Santos grant EVF-2015-230 and by the Deutsche Forschungsgemeinschaft (DFG, German Research Foundation) – project number 454595616 . Wiebe was supported by Natural Sciences and Engineering Research Council of Canada (NSERC) [ PDF - 557980 - 2021 ], and by the Pacific Institute for the Mathematical Sciences (PIMS). The research and findings may not reflect those of the Institute.
