7,279 research outputs found
Williams, Wm Kenneth, 401086
No full textThis record was harvested from a previous catalogue system and will be withdrawn in 2025. Information in this record may be superseded or incomplete. Visit this record in UMA's new catalogue at: https://archives.library.unimelb.edu.au/nodes/view/425877Surname: WILLIAMS. Given Name(s) or Initials: WM KENNETH. Military Service Number or Last Known Location: 401086. Missing, Wounded and Prisoner of War Enquiry Card Index Number: 30214.252623
Item: [2016.0049.58138] "Williams, Wm Kenneth, 401086
Funeral Service for Mr. Kenneth Wayne Williams
No full textFuneral program for Kenneth Wayne Williams, born January 12, 1952. The funeral was held October 22, 1984 at the Second Baptist Church Chapel, officiated by Rev. S. H. James. Funeral arrangements were made through the Lewis Funeral Home, and he was buried in Southern Memorial Park in San Antonio, Texas
Pauline Williams
No full textPauline Williams is picured her school year at Roosevelt High School. She is the daughter of Elvin and Geneva Williams of Uplaco, Utah. She married Kenneth Lyle Partridge. She later married Dean S. Phillips
The Study of Music Therapy: Current Issues and Concepts (Kenneth S. Aigen)
No full textThis is a review of the book "The Study of Music Therapy: Current Issues and Concepts" authored by Kenneth S. Aigen.
Title: The Study of Music Therapy: Current Issues and Concepts | Author: Kenneth S. Aigen | Publication year: 2014 | Publisher: Routledge | Pages: 280 | ISBN: 978-041562641
Evaluation of the sums
No full textsummary:The convolution sum is evaluated for and all . This completes the partial evaluation given in the paper of J. G. Huard, Z. M. Ou, B. K. Spearman, K. S. Williams
A refinement of H. C. Williams’ 𝑞th root algorithm
No full textLet p and q be primes such that
p
≡
1
(
mod
q
)
p \equiv 1 \pmod q
. Let a be an integer such that
a
(
p
−
1
)
/
q
≡
1
(
mod
p
)
{a^{(p - 1)/q}} \equiv 1 \pmod p
. In 1972, H. C. Williams gave an algorithm which determines a solution of the congruence
x
q
≡
a
(
mod
p
)
{x^q} \equiv a \pmod p
in
O
(
q
3
log
p
)
O({q^3}\log p)
steps, once an integer b has been found such that
(
b
q
−
a
)
(
p
−
1
)
/
q
≢
0
,
1
(
mod
p
)
{({b^q} - a)^{(p - 1)/q}} \nequiv 0,1 \pmod p
. A step is an arithmetic operation
(
mod
p
)
\pmod p
or an arithmetic operation on q-bit integers. We present a refinement of this algorithm which determines a solution in
O
(
q
4
)
+
O
(
q
2
log
p
)
O({q^4}) + O({q^2}\log p)
steps, once b has been determined. Thus the new algorithm is better when q is small compared with p.</p
Williams textbook of endocrinology / thirteenth edition
No full textFor more than 65 years, Williams Textbook of Endocrinology has been the gold standard in the field, delivering authoritative guidance on every aspect of adult and pediatric endocrine system disorders. The 13th Edition has been thoroughly updated by Drs. Shlomo Melmed, Kenneth S. Polonsky, P. Reed Larsen, and Henry M. Kronenberg, to bring you state-of-the-art coverage of diabetes, metabolic syndrome, obesity, thyroid disease, testicular disorders, and much more, all designed to help you provide optimal care to every patient. Bridging the gap between basic science and clinical information, it is an essential, relevant resource for endocrinologists, endocrine surgeons, gynecologists, internists, and pediatricians – any clinician who needs the most reliable coverage available on the diverse features across the spectrum of endocrine disease
The Discovery, Use and Impact of Platinum Salts as Chemotherapy Agents for Cancer, vol. 30.
No full textProposed by Dr Mark Walport (Wellcome Trust) this Seminar examined the discovery, use and impact of platinum salts as chemotherapy agents for cancer. Organized with the assistance of Professor Paul Andrews (St George’s Hospital Medical School) and Dr Tony Woods (Wellcome Trust) and chaired by Professor Sir Kenneth Calman (Durham) the Seminar discussed the serendipitous emergence of platinum salts as widely used anticancer agents from a chance observation in a microbiology laboratory; through their use especially for the treatment of previously untreatable solid tumours such as those of the testes and ovary; and their significance in the development of antiemetic agents for chemotherapy patients. Participants included chemists, oncologists, and academic and industrial pharmacologists who devised, in particular, the 5HT3 receptor antagonists: Professor Kenneth Bagshawe, Dr Penelope Brock, Professor Hilary Calvert, Professor David Gra hame-Smith, Professor Richard Gralla, Professor Kenneth Harrap, Dr James Hoeschele, Professor Ian Judson, Mr Wesley Miner, Professor Robert Naylor, Mrs Brenda Reynolds, Dr John Rudd, Dr Gareth Sanger, Dr David Tattersall, Professor Andrew Thomson, Professor Robert Williams and Dr Eve Wiltshaw
Williams, Infant (Death, 1908-01-13)
No full textAddress: Good Samaritan Hospital- 427 E. 3rd St.Age at death: 1/2 hour300/Pg.7/1908/F W S/B. P.- City/Dr. Kenneth Lewin Weber/W. F. Fuldner/St. Joseph Cem.Original record filed in drawer labeled 'WILGAMS-WILLIAMS'
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A Burkeian Analysis of Tennessee Williams' The Night of the Iguana
No full textThe purpose of this study is to apply Kenneth Burke's dramatistic method' of analysis to Tennessee Williams' play The Night of the Iguana
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