Welcome to our site! EDAboard.com is an international Electronics Discussion Forum focused on EDA software, circuits, schematics, books, theory, papers, asic, pld, 8051, DSP, Network, RF, Analog Design, PCB, Service Manuals... and a whole lot more! To participate you need to register. Registration is free. Click here to register now.
problem about wavelet that if you realy want to understand whats going on there you must have a rich mathematical background. There is no simple or eassy way.
If you want to make the effort i would recomend to start with:
E.Kreyszig - Introductory Functional Analysis With Applications (Wiley...
there is no good answear to your question. people can give you advice about a good book but you have to say which field of math you are interested in first.
mayyan
Re: Help me
opps sorry i forgot the pw.
try: gigapedia.org
or: approx
ore more thing. i just looked the book up for you. i didnt saw it myself so i hope its in good condition. i used the hard copy from the libarary.
mayyan
Re: Help me
here is a great book:
name: Introductory Functional Analysis With Applications
by: Erwin Kreyszig
link: **broken link removed**
or
link: **broken link removed**
Re: Matrix Problem
if A,C are known matrixes you can just multiply and get 4 equation with 4 variables.
exmaple: A=C= (1 0 , 0 1) (identity matrix)
and B = ( a b , c d)
then:
1= aa+dc
0=ab+bd
0= ca+dc
1=cb+dd
Remark: i used the identity matrix for simplification ressons but u can solve...
the system is independent if the only sulotion to:
a1V1 + a2V2+...+AnVn = 0
a1,a2,An - constants
V1,V2,...,Vn - vecrtors representing the euations
is: a1=0,a2=0,..,An=0
example
2x1+3x2+0x3=0 => V1=(2,3,0)
4x1+6x2+0x3=0 => V2=(4,6,0)
4x1+5x2+1x3=0 => V3=(4,5,1)
here 2V1 -1V2+0V3=0...
Re: Proof Question
Seems like you Haven't taken Calculus in awhile :D .
i give you two non regorous proves.
1) the mean of a non negetive function over an interval greater then zero must be >= 0 ( its the intergal divided by the interval length). => f(x) must be equal to zero.
2) for each...
Re: linear algebra
1- to discribe n dimetioanal space you need n indipendent vectors
2- the vectors are not unique .
example: a=(2,0,0) , b=(0,2,0) , c= (0, 0,2)
a=(2,0,0) , b=(1,3,0) , c= (1, 2,3)
they both discribe 3 dimentioanl space => not unique
3- the vectors does...
This site uses cookies to help personalise content, tailor your experience and to keep you logged in if you register.
By continuing to use this site, you are consenting to our use of cookies.
