199,179 research outputs found
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Dobbs' law of torts.
No full textDobbs' law of torts provides authoritative, comprehensive, and up-to-date discussion and analysis of the legal principles and rules governing tort law. The authors address changes in tort law and offer thousands of citations to cases decided or writings. Updated annually, the text covers the range of both traditional and current issues within the law
Ralph Dobbs and Jack Sharp Interview - Part 1 (Wayne County)
No full textAn interview with Ralph Dobbs and Jack Sharp of Elk Springs, Kentucky by Robert M. Rennick on the origin and history of place names and communities in Wayne County, Kentucky
Ralph Dobbs and Jack Sharp Interview - Part 2 (Wayne County)
No full textAn interview with Ralph Dobbs and Jack Sharp of Elk Springs, Kentucky by Robert M. Rennick on the origin and history of place names and communities in Wayne County, Kentucky
Recommended from our members
Dobbs' law of torts index.
No full textDobbs' law of torts provides authoritative, comprehensive, and up-to-date discussion and analysis of the legal principles and rules governing tort law. The authors address changes in tort law and offer thousands of citations to cases decided or writings. Updated annually, the text covers the range of both traditional and current issues within the law
Universally catenarian domains of D+M type, II
No full textLet T be a domain of the form K+M, where K is a field and M is a maximal ideal
of T. Let D be a subring of K such that R=D+M is universally catenarian. Then D is
universally catenarian and K is algebraic over k, the quotient field of D. If [K:k]<∞, then T is
universally catenarian. Consequently, T is universally catenarian if R is either Noetherian or a
going-down domain. A key tool establishes that universally going-between holds for any domain
which is module-finite over a universally catenarian domain
El caso Dobbs: reflexiones sobre un fallo de fuerte impacto
No full textContenido: A modo de presentación: ¿Nos importa el caso Dobbs? /
Eugenio Luis Palazzo.-- Apuntes al paso sobre el caso Dobbs / Luis María Bandieri.-- "FAL” también está terriblemente equivocado / Pedro J. M.
Andereggen y Rodolfo C. Barra.-- Las fisuras del nuevo derecho antidiscriminatorio: las inquietantes sugerencias del fallo Dobbs para el jurista de hoy / Ursula C. Basset.-- La Corte Suprema de los Estados Unidos devuelve a los estados la facultad de legislar sobre el aborto /Alberto B. Bianchi.-- Un análisis del fallo Dobbs. Activismo judicial, política y federalismo / Ignacio Colombo Murúa.-- Por qué Dobbs no es una decisión “originalista” / Manuel José García Mansilla.-- Una sentencia que renueva el debate / Florencia Ratti Mendaña y Sofía Calderone.-- Back to Blackstone: sentido y límites del stare decisis en Dobbs v. Jackson / Eduardo R. Sodero.-- Entendiendo Dobbs / Alfredo M. Vítolo
E. L. Dobbs, Dr. H. L. Dean and M. Clayton Puckett
No full textSeated at a dining table, from left to right, E. L. Dobbs, Dr. H. L. Dean and M. Clayton Puckett.https://mavmatrix.uta.edu/specialcollections_startelegram1950s/21927/thumbnail.jp
CATENARITY OF FORMAL POWER-SERIES RINGS OVER A PULLBACK
No full textLet (T, M, K) be a quasilocal domain with maximal ideal M and residue field K, phi: T --> K the natural surjection, and R the pullback phi-1(D), where D is a subring of K. It is shown that R[[X]] is catenarian if and only if T[[X]] and D[[X]] are each catenarian. We also construct a non-Noetherian domain R such that dim(R) > 1 and R[[X1,...,X(n)]] is catenarian for each integer n greater-than-or-equal-to 1. This work leads to the question of determining the field extensions k subset-of K such that Spec(K[[X1,...,X(n)]]) --> Spec(k[[X1,...,X(n)]]) is a homeomorphism for each integer n greater-than-or-equal-to 1. It is shown that any such extension must be purely inseparable; the converse holds if K is a finitely generated extension of k
E. W. Dobbs, H. C. Hooker, and M. G. Samaniego.
No full textReport : Claim of E. Dobbs et al. [2605] Chiracahua Apache depredations of 1881 in Arizona
Folding Luggage Carriers
No full textPatent for improvements on rear folding luggage-carriers for motor cars
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