منابع مشابه
Some Additional Notes on the \princeton Robustness Year" Some Additional Notes on the \princeton Robustness Year"
About 25 years ago, Peter Bickel, Peter Huber and the author were invited to join John Tukey and spend the academic year 1970/71 at Princeton University in order to make a cooperative eeort for progress in robust statistics. What later was called the \Princeton robustness year," became widely known for its big Monte Carlo study of \robust location estimates under symmetric longtailed distributi...
متن کاملCS 374: Additional notes on Graphs
These notes are intended to supplement the lecture slides and existing notes and references on graphs available at our institution (in particular Jeff Erickson’s excellent notes) and else where. I assume that the reader is already familiar with the basics of graphs and their representation via adjacency lists and adjaceny matrices. We will asssume throughout these notes that graphs are represen...
متن کاملCS 374: Additional notes on Induction
These notes are intended to supplement existing notes and references on induction available at our institution and else where. I assume that the reader is already familiar with the basics of induction. Many students have trouble with induction on non-recursively defined structures. The goal of these notes is to give some simple examples and explicitly point out some aspects in the hope that som...
متن کاملAdditional Notes on Polynomial GCDs, Hensel construction
These notes cover a number of topics that are covered in any of the typical texts. We provide this discussion here to try to touch on some of the highlights and offer some perspective. First we demonstrate that interpolation can be done as a special case of Garner's Algorithm by appropriately choosing our (relatively prime) moduli. As an example, we choose the moduli m i , to be linear polynomi...
متن کاملLecture 10 + additional notes
Let Φ be a 3-SAT formula. Let n be larger than both the number of variables and the number of clauses. We construct a bivariate constraint satisfaction problem from Φ as follows. Let (i, j) be an edge in E ⊆ [n]× [n] if and only if the i’th clause contains the j’th variable. Set k = 7. Think of every assignment ai ∈ [7] to a vertex on the left as representing one of the 7 satisfying assignments...
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ژورنال
عنوان ژورنال: Annals and Magazine of Natural History
سال: 1890
ISSN: 0374-5481
DOI: 10.1080/00222939008694048