Recent content by complexhuman
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Undergrad Can the Null Space of a Matrix Be the Same as Its Transpose?
hmmm...I have problems understanding this...how can the null space if a matrix(not necessarily a square) be the same as that of its transpose? Thanks in advance- complexhuman
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- Transpose
- Replies: 1
- Forum: Linear and Abstract Algebra
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Is There an Easy Solution for Creating a PC Joystick with Limited Components?
yay...finally found it :) http://www.epanorama.net/documents/joystick/GamepadPot.png btw...what does it mean by with h21E > 100?- complexhuman
- Post #12
- Forum: Electrical Engineering
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Is There an Easy Solution for Creating a PC Joystick with Limited Components?
hmm...looks like it.. UP ______+----------------------------------------------+ ______¦ x = 0 kohm ¦ x = 50 kohm ¦ x = 100 kohm ¦ ______¦ y = 0 kohm ¦ y = 0 kohm ¦ y = 0 kohm ¦ ______+--------------+---------------+---------------¦ LEFT ¦ x = 0...- complexhuman
- Post #11
- Forum: Electrical Engineering
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Is There an Easy Solution for Creating a PC Joystick with Limited Components?
I was thinking there was any easy way to do this like A transistor which allows current to flow normally and when u put current through its base, it stops? Is that possible?- complexhuman
- Post #9
- Forum: Electrical Engineering
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Is There an Easy Solution for Creating a PC Joystick with Limited Components?
hmmm...Complicated :bugeye: ok...how about a transistor circuit breaker ?- complexhuman
- Post #8
- Forum: Electrical Engineering
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Is There an Easy Solution for Creating a PC Joystick with Limited Components?
hmm...Something just came up...How would make an analog not gate:P?- complexhuman
- Post #6
- Forum: Electrical Engineering
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Is There an Easy Solution for Creating a PC Joystick with Limited Components?
power? you mean the +5 v bit and current supply? Yup :P ANd Nope :P you don't want to go to right and left at the same time. Even if some controlloers allowed that, its not possible with that sega controller I have. hmmmm... I have access to some "FET MPF102 N-Ch Junction", I've googled...- complexhuman
- Post #5
- Forum: Electrical Engineering
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Is There an Easy Solution for Creating a PC Joystick with Limited Components?
Exactly. The problem is I can only have a NO switch and no NC. And no, you shouldnot be able to press right and left at once.- complexhuman
- Post #3
- Forum: Electrical Engineering
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Is There an Easy Solution for Creating a PC Joystick with Limited Components?
hmm.... Well, Ima 1st year student and I've been taught all about resistors and capacitors and inductors. So I decided to use my n00bish skills to change my old saga joystick into a pc one(analog) :P Everything is fine. Learned all about ports and everything I need to make the joypad. Now...- complexhuman
- Thread
- Project
- Replies: 12
- Forum: Electrical Engineering
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Graduate Prove that that every symmetric real matrix is diagonalizable?
How can I prove that that every symmetric real matrix is diagonalizable? Thanks in advance- complexhuman
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- Matrix Symmetric
- Replies: 1
- Forum: Linear and Abstract Algebra
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Undergrad Polynomials of 2 Variables: General Form & Matrix Representation
respective arguments?- complexhuman
- Post #3
- Forum: Linear and Abstract Algebra
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Undergrad Polynomials of 2 Variables: General Form & Matrix Representation
how does one look like?I mean what's the general form? e.g. for a 1 var poly...general form = a0+a1x+a2^2+...+anx^n and how could I represent that by a matrix? Thanks- complexhuman
- Thread
- Replies: 3
- Forum: Linear and Abstract Algebra
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Make a LAN with 2 Laptops: Step-by-Step Guide
how do I make a lan? I have 2 laptops...both has a ethernet card...Do I need some sort of hub or something for only 2 pc? thx- complexhuman
- Thread
- Replies: 32
- Forum: Computing and Technology
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Undergrad Unique linear transformations
Unique linear transformations! Problems agiain :cry: :cry: :cry: Say I have 2 vector spaces with some finite number of vectors(can assume linear independency)...how can I show that the linear transformation between the two is unique? Thanks in advance!- complexhuman
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- Linear Linear transformations Transformations
- Replies: 2
- Forum: Linear and Abstract Algebra