Ad900 Pro Software Download
April 7, 2015 – AD-900 can also program the eeprom of the engine control unit and the software key. For additional AD900 software download, please contact our sales team. AD-900 can program ECU eeprom and software key, but cannot program chip key.
The AD-900 kit includes:
1. Programming unit AD-900
2. AD900 module
3. USB cable
4.CD
5. User manual
Software
1. AD900 software file (contains about 1000+ models)
2. Instructions for installing the software
AD900
1. Programming unit AD-900, which has an AD900 module
2. Module AD900
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Download AD900 auto key programmer version 3.15v with 4d. Q: What is the version of AD900? A: There is one file on our website in the download area,maked all the chips this product can do. AD900 Pro Key Programmer 3.15V.Software Version: 3.15. A3: There is one file on our website in the download area,maked all the chips this product can .
ad900 pro software downloadQ:
If $E$ is a subspace of a normed space $X$, then $E^{\perp}$ is closed
Let $X$ be a normed space and let $E$ be a subspace of $X$. Show that $E^{\perp}$ is closed.
So to show that $E^{\perp}$ is closed it suffices to show that every converging net in $E^{\perp}$ converges. I’m not sure how to show this though. I thought about using the closed graph theorem, but this is only applicable if $E^{\perp}$ is open. Any hints on how to proceed?
A:
If $E$ is a subspace of $X$, then $E^\perp$ is the orthogonal complement of $E$ in the normed space $X$, whose topology is generated by the seminorms $p_x$ defined by $p_x(y):=\|x+y\|-\|x\|-\|y\|$. If $\phi_k \subset E^\perp$ converges to $\phi$, then the restriction $\phi_k|_E$ converges to $\phi|_E$. Since the topology of $E$ is the coarsest topology making all restriction maps continuous, it follows that $\phi_k|_E$ converges to $\phi|_E$.
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