01498nam 2200385Ia 450 99638636650331620200824132230.0(CKB)4940000000080828(EEBO)2240950565(OCoLC)ocm13547203e(OCoLC)13547203(EXLCZ)99494000000008082819860508d1663 uy |engurbn||||a|bb|The exact constable[electronic resource] with his original and power in the offices of church-wardens, overseers of the poor, surveyors of the highwayes, treasurers of the county stock, and other inferiour officers as they are established both by the common laws and statutes of this realm /fitted and prepared to the meanest capacity of either city or country by E.W. of Grays-Inn EsqLondon Printed and are to be sold by the booksellers1663[6], 123, [1] pErrata following p. 123.Imperfect: tightly bound, with print show-through and loss of print.Reproduction of original in the Harvard University Library.eebo-0062ConstablesEnglandPolice, RuralEnglandConstablesPolice, RuralWingate Edmund1596-1656.320199EAGEAGUMIWaOLNBOOK996386366503316The exact constable2320619UNISA01767nam a2200397 i 450099100072982970753620020507172843.0000705s|||| de ||| | eng 3540648038b10749366-39ule_instLE01301412ExLDip.to Matematicaeng515.64AMS 49-06LC QC20.7.C3Ambrosio, Luigi44009Calculus of variations and partial differential equations :topics on geometrical evolution problems and degree theory /L. Ambrosio, N. Dancer ; edited by G. Buttazzo, A. Marino, M. K. V. MurthyBerlin ; New York :Springer,c2000viii, 347 p. :ill. ;24 cm."The project of editing this book originated in a two-week Summer School on 'Calculus of Variations and Partial Differential Equations' which was held in Pisa in September 1996": Pref.Includes bibliographical references (p. 327-343) and indexCalculus of variationsMathematical physicsPartial differential equationsTopological degreeDancer, NormanButtazzo, GiuseppeMarino, AntonioMurthy, M. K. VenkateshaSummer school on "calculus of variations and partial differential equations" <1996 ; Pisa, Italy>.b1074936608-10-1528-06-02991000729829707536LE013 49-XX AMB11 (2000)12013000121871le013-E0.00-l- 08080.i1084215928-06-02Calculus of variations and partial differential equations911528UNISALENTOle01301-01-00ma -engde 01