MATH 4550: Applicable Geometry
Problem Set 5
Due at 2:54pm before class starts on February 28, 2013
You are allowed to work in groups, but the solutions you hand in should be written by you
only. If you work in a group, you must write the names of your co
ECE 4110 Homework 4
Instructor: Qing Zhao
Office: 325 Rhodes Hall
Email: qz16@cornell.edu
Due in class on September 21
1
Reading Material
Chapter 1.10.
Chapter 3.3.1 (can skip the estimation of random vectors for now).
2
Assignment
1. Sum of Uncorrelate
IEEE TRANSACTIONS ON SMART GRID, VOL. 3, NO. 1, MARCH 2012
351
Optimal Scheduling of Vehicle-to-Grid Energy and
Ancillary Services
Eric Sortomme, Student Member, IEEE, and Mohamed A. El-Sharkawi, Fellow, IEEE
AbstractVehicle-to-grid (V2G), the provision o
Restless Bandits: Activity Allocation in a Changing World
Author(s): P. Whittle
Reviewed work(s):
Source: Journal of Applied Probability, Vol. 25, A Celebration of Applied Probability (1988),
pp. 287-298
Published by: Applied Probability Trust
Stable URL:
Large Scale Charging of Electric Vehicles:
A Multi-Armed Bandit Approach
Zhe Yu , Yunjian Xu , and Lang Tong
AbstractThe problem of centralized scheduling of large scale
charging of electric vehicles (EVs) by a service provider is
considered. A Markov dec
126
2.
ID.
11.
12.
13.
Chapter 4 Continuous Functions
Let A be the set dened by the equations h [:c] = Efe) =
. . . . . Ida n ti, where f] , . . . . f are continuous functions dened
on the whole line. Show that A is closed. Must A be compact?
. Let A be t
421' Concepts of Centinuity 125
that f is continuous rm: the right at no if an = limbl- ts] and
that f is continuous from the left at a1; if ea = limb? ea].
Clearly continuity is the same as continuity from both the left and
right. The choice egntl = ID m
MATH 4550: Applicable Geometry
Problem Set 4
Due at 2:54pm before class starts on February 21, 2013
You are allowed to work in groups, but the solutions you hand in should be written by you
only. If you work in a group, you must write the names of your co
MATH 4550: Applicable Geometry
Problem Set 3
Due at 2:54pm before class starts on February 14, 2013
You are allowed to work in groups, but the solutions you hand in should be written by you
only. If you work in a group, you must write the names of your co
MATH 4550: Applicable Geometry
Problem Set 2
Due at 2:54pm before class starts on February 7, 2013
You are allowed to work in groups, but the solutions you hand in should be written by you
only. If you work in a group, you must write the names of your col
be n elements of Rd written as column vectors. Prove that x1 , . . . , xn are anely
independent if and only if
1
1
x 1 ,1
x1,n
x1 = . , . . . , xn = .
.
.
.
.
xd,1
xd,n
are linearly independent in Rd+1 .
.
P5* (extra credit) Prove that there exists a
MATH 4550: Applicable Geometry
Problem Set 1
Due at 2:54pm before class starts on January 31, 2013
You are allowed to work in groups, but the solutions you hand in should be written by you
only. If you work in a group, you must write the names of your col