Anki Deck Changes

Commit: c6bda349 - fixes

Author: lhorva <lhorva@student.ethz.ch>

Date: 2026-02-25T23:34:22+01:00

Changes: 13 note(s) changed (0 added, 13 modified, 0 deleted)

ℹ️ Cosmetic Changes Hidden: 4 note(s) had formatting-only changes and are not shown below • 2 HTML formatting changes • 1 mixed cosmetic changes

Note 1: ETH::2. Semester::Analysis

Deck: ETH::2. Semester::Analysis
Note Type: Horvath Cloze
GUID: Hpp:g}bJuy
modified

Before

Front

ETH::2._Semester::Analysis::1._Logik,_Mengen,_Zahlen::3._Zahlen::4._Komplexe_Zahlen::2._Polarform
Der Abstand zwischen zwei Komplexen \(z_1, z_2\) ist \( d = |z_2 - z_1 | = |z_1 - z_2| \).

Back

ETH::2._Semester::Analysis::1._Logik,_Mengen,_Zahlen::3._Zahlen::4._Komplexe_Zahlen::2._Polarform
Der Abstand zwischen zwei Komplexen \(z_1, z_2\) ist \( d = |z_2 - z_1 | = |z_1 - z_2| \).

Hier gilt wieder die Dreiecksungleichung: \(|z + w| \leq |z| + |w|\).

After

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ETH::2._Semester::Analysis::1._Logik,_Mengen,_Zahlen::3._Zahlen::4._Komplexe_Zahlen::2._Polarform
Der Abstand zwischen zwei Komplexen \(z_1, z_2\) ist \( d = {{c1:: |z_2 - z_1 | = |z_1 - z_2| ::\text{Beide Formen} }}\).

Back

ETH::2._Semester::Analysis::1._Logik,_Mengen,_Zahlen::3._Zahlen::4._Komplexe_Zahlen::2._Polarform
Der Abstand zwischen zwei Komplexen \(z_1, z_2\) ist \( d = {{c1:: |z_2 - z_1 | = |z_1 - z_2| ::\text{Beide Formen} }}\).

Hier gilt wieder die Dreiecksungleichung: \(|z + w| \leq |z| + |w|\).
Field-by-field Comparison
Field Before After
Text Der Abstand zwischen zwei Komplexen&nbsp;\(z_1, z_2\)&nbsp;ist&nbsp;\( d = {{c1:: |z_2 - z_1 | = |z_1 - z_2| :: Beide Formen }}\). Der Abstand zwischen zwei Komplexen&nbsp;\(z_1, z_2\)&nbsp;ist&nbsp;\( d = {{c1:: |z_2 - z_1 | = |z_1 - z_2| ::\text{Beide Formen} }}\).
Tags: ETH::2._Semester::Analysis::1._Logik,_Mengen,_Zahlen::3._Zahlen::4._Komplexe_Zahlen::2._Polarform

Note 2: ETH::2. Semester::Analysis

Deck: ETH::2. Semester::Analysis
Note Type: Horvath Classic
GUID: J9yi_Ht+N)
modified

Before

Front

ETH::2._Semester::Analysis::1._Logik,_Mengen,_Zahlen::3._Zahlen::1._Ordnung
Dreiecksungleichung (Substraktion)

Back

ETH::2._Semester::Analysis::1._Logik,_Mengen,_Zahlen::3._Zahlen::1._Ordnung
Dreiecksungleichung (Substraktion)

\[|x + y| \geq ||x| - |y|| \]

After

Front

ETH::2._Semester::Analysis::1._Logik,_Mengen,_Zahlen::3._Zahlen::1._Ordnung
Dreiecksungleichung (Subtraktion)

Back

ETH::2._Semester::Analysis::1._Logik,_Mengen,_Zahlen::3._Zahlen::1._Ordnung
Dreiecksungleichung (Subtraktion)

\[|x + y| \geq ||x| - |y|| \]
Field-by-field Comparison
Field Before After
Front Dreiecksungleichung (Substraktion) Dreiecksungleichung (Subtraktion)
Tags: ETH::2._Semester::Analysis::1._Logik,_Mengen,_Zahlen::3._Zahlen::1._Ordnung

Note 3: ETH::2. Semester::Analysis

Deck: ETH::2. Semester::Analysis
Note Type: Horvath Cloze
GUID: KWf.KkD*CS
modified

Before

Front

ETH::2._Semester::Analysis::1._Logik,_Mengen,_Zahlen::3._Zahlen::4._Komplexe_Zahlen::1._Properties
Für \(z \in \mathbb{C}\) gilt:  $z + \bar{z} = {{c1:: 2 \text{Re}(z) }}$ und $z - \bar{z} = {{c1:: 2i \text{Im}(z) }}$

Back

ETH::2._Semester::Analysis::1._Logik,_Mengen,_Zahlen::3._Zahlen::4._Komplexe_Zahlen::1._Properties
Für \(z \in \mathbb{C}\) gilt:  $z + \bar{z} = {{c1:: 2 \text{Re}(z) }}$ und $z - \bar{z} = {{c1:: 2i \text{Im}(z) }}$

After

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ETH::2._Semester::Analysis::1._Logik,_Mengen,_Zahlen::3._Zahlen::4._Komplexe_Zahlen::1._Properties
Für \(z \in \mathbb{C}\) gilt: 
\(z + \bar{z} = {{c1:: 2 \text{ Re}(z)}} \text{ und } z - \bar{z} = {{c1:: 2i \text{ Im}(z) }}\)

Back

ETH::2._Semester::Analysis::1._Logik,_Mengen,_Zahlen::3._Zahlen::4._Komplexe_Zahlen::1._Properties
Für \(z \in \mathbb{C}\) gilt: 
\(z + \bar{z} = {{c1:: 2 \text{ Re}(z)}} \text{ und } z - \bar{z} = {{c1:: 2i \text{ Im}(z) }}\)
Field-by-field Comparison
Field Before After
Text Für&nbsp;\(z \in \mathbb{C}\)&nbsp;gilt:&nbsp; $z + \bar{z} = {{c1:: 2 \text{Re}(z) }}$ und $z - \bar{z} = {{c1:: 2i \text{Im}(z) }}$ Für&nbsp;\(z \in \mathbb{C}\)&nbsp;gilt:&nbsp; <br>\(z + \bar{z} = {{c1:: 2 \text{ Re}(z)}} \text{ und } z - \bar{z} = {{c1:: 2i \text{ Im}(z) }}\)
Tags: ETH::2._Semester::Analysis::1._Logik,_Mengen,_Zahlen::3._Zahlen::4._Komplexe_Zahlen::1._Properties

Note 4: ETH::2. Semester::Analysis

Deck: ETH::2. Semester::Analysis
Note Type: Horvath Cloze
GUID: L1F:TU2gp~
modified

Before

Front

ETH::2._Semester::Analysis::1._Logik,_Mengen,_Zahlen::3._Zahlen::1._Ordnung
Youngsche Ungleichung: Für jedes \(x, y \in \mathbb{R}\), \(\epsilon > 0\) gilt \[ 2|xy| \leq {{c2:: \epsilon x^2 + \frac{1}{\epsilon} y^2 }}\]Proof Included

Back

ETH::2._Semester::Analysis::1._Logik,_Mengen,_Zahlen::3._Zahlen::1._Ordnung
Youngsche Ungleichung: Für jedes \(x, y \in \mathbb{R}\), \(\epsilon > 0\) gilt \[ 2|xy| \leq {{c2:: \epsilon x^2 + \frac{1}{\epsilon} y^2 }}\]Proof Included

Proof: Setze \(\gamma = \sqrt{\epsilon} > 0\). OBDA gelte \(x \cdot y \geq 0\). \[ 0 \leq (\gamma x - \frac{y}{\gamma})^2 = \gamma^2 x^2 - 2x\cdot y + \frac{1}{\gamma^2}y^2 \]

After

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ETH::2._Semester::Analysis::1._Logik,_Mengen,_Zahlen::3._Zahlen::1._Ordnung
Youngsche Ungleichung

Für jedes \(x, y \in \mathbb{R}\), \(\epsilon > 0\) gilt: \[ 2|xy| \leq {{c2:: \epsilon x^2 + \frac{1}{\epsilon} y^2 }}\]Proof Included

Back

ETH::2._Semester::Analysis::1._Logik,_Mengen,_Zahlen::3._Zahlen::1._Ordnung
Youngsche Ungleichung

Für jedes \(x, y \in \mathbb{R}\), \(\epsilon > 0\) gilt: \[ 2|xy| \leq {{c2:: \epsilon x^2 + \frac{1}{\epsilon} y^2 }}\]Proof Included

Proof: Setze \(\gamma = \sqrt{\epsilon} > 0\). OBDA gelte \(x \cdot y \geq 0\). \[ 0 \leq (\gamma x - \frac{y}{\gamma})^2 = \gamma^2 x^2 - 2x\cdot y + \frac{1}{\gamma^2}y^2 \]
Field-by-field Comparison
Field Before After
Text <b>Youngsche Ungleichung</b>: Für jedes \(x, y \in \mathbb{R}\), \(\epsilon &gt; 0\) gilt \[ {{c1:: 2|xy| }} \leq {{c2:: \epsilon x^2 + \frac{1}{\epsilon} y^2 }}\]<i>Proof Included</i> <b>Youngsche Ungleichung<br></b><br>Für jedes \(x, y \in \mathbb{R}\), \(\epsilon &gt; 0\) gilt:&nbsp;\[ {{c1:: 2|xy| }} \leq {{c2:: \epsilon x^2 + \frac{1}{\epsilon} y^2 }}\]<i>Proof Included</i>
Tags: ETH::2._Semester::Analysis::1._Logik,_Mengen,_Zahlen::3._Zahlen::1._Ordnung

Note 5: ETH::2. Semester::Analysis

Deck: ETH::2. Semester::Analysis
Note Type: Horvath Cloze
GUID: L@=m$)(QYg
modified

Before

Front

ETH::2._Semester::Analysis::1._Logik,_Mengen,_Zahlen::3._Zahlen::1._Ordnung
Aus \(x \leq y\) und \(u \leq v\) folgt \(x + u \leq y + v\) .

Back

ETH::2._Semester::Analysis::1._Logik,_Mengen,_Zahlen::3._Zahlen::1._Ordnung
Aus \(x \leq y\) und \(u \leq v\) folgt \(x + u \leq y + v\) .

Konsistenz der Ordnung zur Addition

After

Front

ETH::2._Semester::Analysis::1._Logik,_Mengen,_Zahlen::3._Zahlen::1._Ordnung
Aus \(x \leq y\) und \(u \leq v\) folgt \(x + u \leq y + v\) .

Back

ETH::2._Semester::Analysis::1._Logik,_Mengen,_Zahlen::3._Zahlen::1._Ordnung
Aus \(x \leq y\) und \(u \leq v\) folgt \(x + u \leq y + v\) .

Konsistenz der Ordnung zur Addition
Field-by-field Comparison
Field Before After
Text Aus \(x \leq y\) und \(u \leq v\) folgt {{c1::\(x + u \leq y + v\) :: Kombination }}. Aus \(x \leq y\) und \(u \leq v\) folgt {{c1::\(x + u \leq y + v\) ::Kombination}}.
Tags: ETH::2._Semester::Analysis::1._Logik,_Mengen,_Zahlen::3._Zahlen::1._Ordnung

Note 6: ETH::2. Semester::DDCA

Deck: ETH::2. Semester::DDCA
Note Type: Horvath Classic
GUID: rKhGk@]2@!
modified

Before

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ETH::2._Semester::DDCA::02._Combinational_Logic::2._Logic_Gates
What is dynamic power consumption?

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ETH::2._Semester::DDCA::02._Combinational_Logic::2._Logic_Gates
What is dynamic power consumption?

Power used to charge capacitance as signals change (0 <==> 1).

After

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ETH::2._Semester::DDCA::02._Combinational_Logic::2._Logic_Gates
What is dynamic power consumption?

Back

ETH::2._Semester::DDCA::02._Combinational_Logic::2._Logic_Gates
What is dynamic power consumption?

Power used to charge capacitance as signals change (0\(\iff\)1).
Field-by-field Comparison
Field Before After
Back Power used to charge capacitance as signals change (0 &lt;==&gt; 1). Power used to charge capacitance as signals change (0\(\iff\)1).
Tags: ETH::2._Semester::DDCA::02._Combinational_Logic::2._Logic_Gates

Note 7: ETH::2. Semester::PProg

Deck: ETH::2. Semester::PProg
Note Type: Horvath Cloze
GUID: hxi*,8Kfw7
modified

Before

Front

ETH::2._Semester::PProg::03._Java_Threads ETH::2._Semester::PProg::Terminology
A thread is an independent (i.e. capable of running in parallel) unit of computation that executes a piece of code.

Back

ETH::2._Semester::PProg::03._Java_Threads ETH::2._Semester::PProg::Terminology
A thread is an independent (i.e. capable of running in parallel) unit of computation that executes a piece of code.

After

Front

ETH::2._Semester::PProg::03._Java_Threads ETH::2._Semester::PProg::Terminology
A thread is an independent (i.e. capable of running in parallel) unit of computation that executes a piece of code.

Back

ETH::2._Semester::PProg::03._Java_Threads ETH::2._Semester::PProg::Terminology
A thread is an independent (i.e. capable of running in parallel) unit of computation that executes a piece of code.
Field-by-field Comparison
Field Before After
Text A {{c1::thread}} is an {{c2::independent (i.e. capable of running in parallel) unit of computation}} that executes a piece of code. A {{c1::thread}} is {{c2::an independent (i.e. capable of running in parallel) unit of computation that executes a piece of code}}.
Tags: ETH::2._Semester::PProg::03._Java_Threads ETH::2._Semester::PProg::Terminology

Note 8: ETH::2. Semester::PProg

Deck: ETH::2. Semester::PProg
Note Type: Horvath Occlusio
GUID: uzNFPB755~
modified

Before

Front

ETH::2._Semester::PProg::03._Java_Threads::1._Multitasking
image-occlusion:rect:left=.5507:top=.2774:width=.1165:height=.0841:oi=1
image-occlusion:rect:left=.315:top=.5032:width=.1086:height=.0819:oi=1
image-occlusion:rect:left=.2422:top=.7402:width=.2555:height=.0798:oi=1
image-occlusion:rect:left=.7731:top=.5032:width=.1205:height=.0775:oi=1
image-occlusion:rect:left=.699:top=.7357:width=.2582:height=.0797:oi=1

Back

ETH::2._Semester::PProg::03._Java_Threads::1._Multitasking
image-occlusion:rect:left=.5507:top=.2774:width=.1165:height=.0841:oi=1
image-occlusion:rect:left=.315:top=.5032:width=.1086:height=.0819:oi=1
image-occlusion:rect:left=.2422:top=.7402:width=.2555:height=.0798:oi=1
image-occlusion:rect:left=.7731:top=.5032:width=.1205:height=.0775:oi=1
image-occlusion:rect:left=.699:top=.7357:width=.2582:height=.0797:oi=1

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ETH::2._Semester::PProg::03._Java_Threads::1._Multitasking
image-occlusion:rect:left=.5516:top=.2782:width=.1174:height=.0851:oi=1
image-occlusion:rect:left=.3149:top=.504:width=.1095:height=.0818:oi=1
image-occlusion:rect:left=.2425:top=.7396:width=.2562:height=.0785:oi=1
image-occlusion:rect:left=.7726:top=.504:width=.1213:height=.0897:oi=1
image-occlusion:rect:left=.6982:top=.7363:width=.2582:height=.0785:oi=1

Back

ETH::2._Semester::PProg::03._Java_Threads::1._Multitasking
image-occlusion:rect:left=.5516:top=.2782:width=.1174:height=.0851:oi=1
image-occlusion:rect:left=.3149:top=.504:width=.1095:height=.0818:oi=1
image-occlusion:rect:left=.2425:top=.7396:width=.2562:height=.0785:oi=1
image-occlusion:rect:left=.7726:top=.504:width=.1213:height=.0897:oi=1
image-occlusion:rect:left=.6982:top=.7363:width=.2582:height=.0785:oi=1
Field-by-field Comparison
Field Before After
Occlusion {{c1::image-occlusion:rect:left=.5507:top=.2774:width=.1165:height=.0841:oi=1}}<br>{{c2::image-occlusion:rect:left=.315:top=.5032:width=.1086:height=.0819:oi=1}}<br>{{c2::image-occlusion:rect:left=.2422:top=.7402:width=.2555:height=.0798:oi=1}}<br>{{c3::image-occlusion:rect:left=.7731:top=.5032:width=.1205:height=.0775:oi=1}}<br>{{c3::image-occlusion:rect:left=.699:top=.7357:width=.2582:height=.0797:oi=1}}<br> {{c1::image-occlusion:rect:left=.5516:top=.2782:width=.1174:height=.0851:oi=1}}<br>{{c2::image-occlusion:rect:left=.3149:top=.504:width=.1095:height=.0818:oi=1}}<br>{{c2::image-occlusion:rect:left=.2425:top=.7396:width=.2562:height=.0785:oi=1}}<br>{{c3::image-occlusion:rect:left=.7726:top=.504:width=.1213:height=.0897:oi=1}}<br>{{c3::image-occlusion:rect:left=.6982:top=.7363:width=.2582:height=.0785:oi=1}}<br>
Tags: ETH::2._Semester::PProg::03._Java_Threads::1._Multitasking

Note 9: ETH::2. Semester::PProg

Deck: ETH::2. Semester::PProg
Note Type: Horvath Cloze
GUID: vP9^d+kmz!
modified

Before

Front

ETH::2._Semester::PProg::01._Introduction ETH::2._Semester::PProg::Terminology
A livelock is a situation in which all threads starve by infinitely often trying to enter a critical section, but never succeeding

Back

ETH::2._Semester::PProg::01._Introduction ETH::2._Semester::PProg::Terminology
A livelock is a situation in which all threads starve by infinitely often trying to enter a critical section, but never succeeding

Similar to a deadlock, the system makes no real progress, although the threads execute statements/use CPU time.

After

Front

ETH::2._Semester::PProg::01._Introduction ETH::2._Semester::PProg::Terminology
A livelock is a situation in which all threads starve by infinitely often trying to enter a critical section, but never succeeding

Back

ETH::2._Semester::PProg::01._Introduction ETH::2._Semester::PProg::Terminology
A livelock is a situation in which all threads starve by infinitely often trying to enter a critical section, but never succeeding

Similar to a deadlock, the system makes no real progress, although the threads execute statements/use CPU time.
Field-by-field Comparison
Field Before After
Text A {{c1::livelock}} is a situation in which all threads {{c2::starve by infinitely often trying to enter a critical section, but never succeeding}}.&nbsp; A {{c1::livelock}} is a situation in which {{c2::all threads starve by infinitely often trying to enter a critical section, but never succeeding}}.&nbsp;
Tags: ETH::2._Semester::PProg::01._Introduction ETH::2._Semester::PProg::Terminology
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