16,198 research outputs found
Jacobson - Jorman Wedding
No full textOllie Jacobson to Harold Jorman, 1923, at 365 Vine Street, ceremony by Bishop D. Branson Brinton, also in picture is Bert Sanders, and Mrs. Bert Sanders. Courtesy of Verda Jacobson Worlun
JACOBSON RADICAL ALGEBRAS WITH QUADRATIC GROWTH
No full textWe show that over every countable algebraically closed field K there exists a finitely generated K-algebra that is Jacobson radical, infinite-dimensional, generated by two elements, graded and has quadratic growth. We also propose a way of constructing examples of algebras with quadratic growth that satisfy special types of relations.</p
A. O. Jacobson
No full textThis house was originally built by Michael Mauss in 1910. It is located at 365 Vine Street. Alfred O. Jacobson moved his family into the house in 1923. More information included with photo. Courtesy of Venda Jacobso
1828: York, Nebraska. Jacobson.
No full textJob file for the creation/design of stained glass from either the Charles J. Connick Studio (1912-1945) or the Charles J. Connick Associates studio (1945-1986). The job file contains a job number, location information, date of completion, size, contact information, price, and a description of the project. This particular job file contains information on a job located at: York, Nebraska. Jacobson
Jacobson v. Jacobson : Brief of Appellant
No full textCLYDE A. JACOBSON and REGINA J. JACOBSON, Plaintiffs-Appellants, vs CLYDE E. JACOBSON and ERMA B. JACOBSON, Defendants-Respondents
Jacobson v. Jacobson : Brief of Respondent
No full textCLYDE A. JACOBSON and REGINA J. JACOBSON, Plaintiffs- Appellants , vs CLYDE E. JACOBSON and ERMA B. JACOBSON, Defendants- Respondent
Proper Ferroelectricity in the Dion?Jacobson Material CsBi2Ti2NbO10: Experiment and Theory
No full textA diverse range of materials and properties are exhibited by layered perovskites. We report on the synthesis, characterization, and computational investigation of a new ferroelectric?CsBi2Ti2NbO10, an n = 3 member of the Dion?Jacobson (DJ) family. Structural studies using variable temperature neutron powder diffraction indicate that a combination of octahedral rotations and polar displacements result in the polar structure. Density functional theory calculations reveal that the wider perovskite blocks in CsBi2Ti2NbO0 stabilize proper ferroelectricity, in contrast to the hybrid-improper ferroelectricity reported for all other DJ phases. Our results raise the possibility of a new class of proper ferroelectric materials analogous to the well-known Aurivillius phases
JACOBSON RADIKAL PADA RING DAN PERLUASANNYA
No full textPada artikel ini akan diperkenalkan Jacobson radikal pada ring serta perluasannya. Jacobson radikal dari ring adalah irisan dari semua ideal maksimal di ring tersebut. Jika setiap elemen pada suatu ideal pada ring merupakan elemen nilpoten, maka ideal tersebut adalah nilradikal. Nilradikal pada suatu ring termuat pada Jacobson radikal dari ring tersebut. Pada artikel ini diasumsikan R merupakan ring komutatif dengan elemen kesatuan. Beberapa karakteristik dari J(R) adalah y∈J(R) jika dan hanya jika 1-xy merupakan suatu unit di R untuk setiap x∈R, elemen idempoten pada J(R) hanyalah nol, J(R/J(R)) =0+J(R), serta jika A⊂J(R) maka J(R/A)=J(R)/A. Jacobson radikal pada ring diperluas menjadi ring Jacobson semisimple yang selanjutnya diperluas menjadi ring Jacobson. Selain pada ring, Jacobson radikal juga diperluas pada himpunan modul, yaitu konstruksi dari Jacobson radikal pada modul dan pendefinisian modul Jacobson.
Kata kunci: Jacobson radikal, nilradikal, ring Jacobson semisimple, ring Jacobson, modul Jacobson.
This article will introduce the Jacobson radical on ring with the generalization. Jacobson radical equals intersection of all maximal ideal of the ring. If all elements of an ideal is nilpotent, then it is called nil radical. The Jacobson radical contains all nil radical. Assume the ring R is commutative with unity. Some characteristic of Jacobson radical are y∈J(R) if and only if 1-xy is a unit in R for all x∈R, 0 is the only idempotent elements in J(R), J(R/J(R)) =0+J(R), also if A⊂J(R) then J(R/A)=J(R)/A. Jacobson radical on the ring was generalized become Jacobson semisimple ring then also was generalized become ring Jacobson. Jacobson radical on ring was generalized on module too, it was construction of Jacobson radical on modules and definition of Jacobson module.
Key word: Jacobson radical, nil radical, Jacobson semisimple ring, Jacobson ring, Jacobson module
No. 67, Rowena Miller and Dorothy Jacobson, interview by Winnifred Margetts
No full textTranscript (64 pages) of interview by Winnifred Margetts with Utah actresses Rowena Miller and Dorothy Jacobson on June 21, 1985. This interview is no. 67 in the Everett L. Cooley Oral History Project, and tape nos. 294 and 295Miller (b. 1911) and her sister, Dorothy Jacobson, discuss their theater experience in Salt Lake City during the 1940s-1950s with the Interstake Drama Group and the Deseret Theater. Interviewer: Winnifred Margett
- …
