shampoo cape / shampoo tray made of soft, water resistant fabric. the comfort cape shampoo aide is completely flexible for washing the hair of handicapped or disabled people. our shampoo cape benefits the hair dresser or caregiver by allowing them to stand up while shampooing. use it in the home or take it to the hair salon, beauty shop, hospital, or nursing home. make washing hair easier for everyone.
Keywords to Search:
shampoo tray, shampoo cape, cape, capes, tray, aide, aid, daily living, beauty, salon, handicap, handicapped, disabled, wash, washing, bathing, shop, nursing home, hair, cut, cutting, hospital, supplies, wheelchair, wheel, chair, beautician, stroke, fabric, sit upright, vinyl, elderly, parlor, senior, geriatric, senior citizen, scoliosis, dementia, autism, home health care, rehab, rehabilitation, vertigo, alzheimer, long term care, personal hygiene, comfort cape, comfort-cape, comfortcape
Company Address:
151 Meadowbrook Road,EMERSON,NJ,USA
ZIP Code: Postal Code:
7630
Telephone Number:
2012366388 (+1-201-236-6388)
Fax Number:
2015418501 (+1-201-541-8501)
Website:
sobolenterprises. com
Email:
USA SIC Code(Standard Industrial Classification Code):
copy and paste this google map to your website or blog!
Press copy button and paste into your blog or website.
(Please switch to 'HTML' mode when posting into your blog. Examples: WordPress Example, Blogger Example)
Input Form:Deal with this potential dealer,buyer,seller,supplier,manufacturer,exporter,importer
(Any information to deal,buy, sell, quote for products or service)
Understanding Sobol sequences - Mathematics Stack Exchange Sobol sequences belong to the class of Quasi Random Generators (by opposition of Pseudo Random Generators) Quasi Random Generators by construction minimize the discrepancy between the sub square (ie sub interval) Discrepancy is the (maximum) between 2 points inside sub-interval Quasi Random Generators are deterministic generators of points Sobol uses initial polynome to generate unform
algorithms - Scrambled Sobol - Mathematics Stack Exchange The method described in "On the scrambled sobol sequence" by Chi, Beerli, Evan, Mascagni (2005) seems simple enough from a coding point of view, however I don't understand how it is supposed to work
How is a Halton sequence related to a Latin hypercube? I currently use a Halton sequence to choose parameter sets for a prognostic model (e g using metabolic rate and protein content parameters to predict growth rate) From my understanding, both a
The mathematics behind Sobol sequences - Mathematics Stack Exchange I am using Sobol sequence as random number generator in a computer program Beyond just making the program work, I would like to learn the mathematics behind the Sobol sequence (and other quasi-random sequences)
Non-integer low discrepancy sequence - Mathematics Stack Exchange Summary There are many methods to calculate low discrepancy sequences and most of them generalize to higher dimensions, including Sobol, Niederreiter, Halton and Kronecker However, Sobol and Niederreiter sequences are derived by calculating a low discrepancy integer sequence and diving by fixed power
Sufficient condition for a set to be a Reduced Boundary Did you find an answer to this question? The closest thing I can find is in this paper: Ambrosio, Luigi, et al "Connected components of sets of finite perimeter and applications to image processing " JEMS In particular Theorem 7 in the planar (d=2) case
complex analysis - Mathematics Stack Exchange Recently, I read a proof of the uniformization theorem using the Ricci flow on closed Riemannian 2-manifolds It is implied by some sources that this is equivalent to the uniformization theorem for
How to effectively distribute points on plane Here are examples of 256 points distributed on the plane using each of them, with a random distribution for comparison: From left to right: Halton sequence, Sobol sequence, random sequence Images by Jheald Wikimedia Commons, licensed under the CC-By-SA 3 0 license