Online Video Poker Wins

French colonists introduced Pogue to North America in the nineteenth century. Once you’ve determined which playing cards to maintain and have flipped the remaining ones over as quickly as, that’s your last hand. Once you’ve decided on your stake, it’s time to flip over these playing cards.

Poker Variants And How To Play

Online Slot Poker

We also have exciting variants like BLAST, Jackpot Sit & Go and SNAP fast-fold poker. Many of these casinos have offers that will maintain you coming back for extra, and at what value they should strike. In your opinion, but the potential payouts from the enjoyable bonus round entice new and regular players alike. When you are enjoying at a poker table, especially whether it is excessive stakes, the pressure can actually get to you. 슬롯사이트 have all the other gamers and the supplier watching your each transfer, making it tougher to make the right choice, which means you lose greater than you win. However, with video poker, which we now have already defined you’ll find a way to play from your individual house, it’s a lot easier.

Finest Video Poker Websites Uk

However, by way of withdrawal occasions, debit playing cards are often the slowest choice, taking roughly 2-5 working days earlier than money prizes appear in your account. Many of the most effective online poker sites even have loyalty and VIP schemes which can give you something each time you play actual cash poker. VIP schemes reward you factors every time you bet, and when you have enough you can trade for rewards. Most schemes have a sequence of different ranges, and the upper the level, the higher the rewards and perks. Texas Hold’em, Omaha, 7 Card Stud – no matter your most well-liked poker variant, you’ve come to the right place. We’ve reviewed and ranked the best poker sites round that will help you discover your ideal match in November 2024.

The Recognition Of Casino Video Games Online

Its main strengths are the fact that the positioning and app are easy to navigate, which is good for novices. They provide a wide range of tournaments too, from freerolls to bounty events. Its key power is its huge tournament choice, in addition to a variety of regular promotions and an easy-to-use cellular app. We promised the American gaming expertise and, at Bally Casino, that is what you are getting!

The game begins when the desired number of gamers are seated on the table. New customers must be provided a promo code entitling them to a deposit match bonus. Loyal prospects must also have ongoing promotions obtainable, including loyalty points applications, cashback bonuses and more. The only difference from other video games is its design, which features an Uncle Sam theme.

Whether you think about yourself a leisure player otherwise you regularly seek out busy multi-table tournaments with bigger prize swimming pools, you possibly can have a great playing expertise at plenty of sites. Offshore poker sites are online poker websites that function from countries outside the United States. They offer various poker games and tournaments to gamers from around the world, together with the United States. Web poker thar settle for dogecoin online the bingo web site could be accessed from each cell and tablets, 22Bet only holds one from Curacao. For this you want to know the cards on the board so that you just feed the information and resolve your stack, which can pay prizes of as a lot as 200x and substitute for all base icons. There are two ways to start enjoying Gladiator Road to Rome for cash on this web page, which may trigger the free spins bonus game.

Join ICE36 right now for an amazing gaming experience in a protected, secure surroundings that puts you first. You can discover one of the best video poker video games proper here in our guide. Our staff of on line casino consultants continually look for the best websites to play video poker and other casino video games. Every on line casino we suggest is fully licensed, 100 percent reputable, and has a extensive selection of video poker video games. As each end result of a video poker recreation is random, odds will range throughout different hands dealt, and bets made.

The most performed variants of on-line video poker are Jacks or Better, Jokers Wild and Deuces. Jacks or Better, particularly, is usually played, as this is the easiest variant for beginners to play. With the opposite variants, you additionally need to have a better hand to get paid as Jokers Wild and Deuces use jokers. Unlike stay poker, video poker isn’t played towards other gamers. It is not the intention to make the most effective hand but to make a hand that is strong enough to be paid.…

Online Video Poker Wins

French colonists introduced Pogue to North America in the nineteenth century. Once you’ve determined which playing cards to maintain and have flipped the remaining ones over as quickly as, that’s your last hand. Once you’ve decided on your stake, it’s time to flip over these playing cards.

Poker Variants And How To Play

Online Slot Poker

We also have exciting variants like BLAST, Jackpot Sit & Go and SNAP fast-fold poker. Many of these casinos have offers that will maintain you coming back for extra, and at what value they should strike. In your opinion, but the potential payouts from the enjoyable bonus round entice new and regular players alike. When you are enjoying at a poker table, especially whether it is excessive stakes, the pressure can actually get to you. 슬롯사이트 have all the other gamers and the supplier watching your each transfer, making it tougher to make the right choice, which means you lose greater than you win. However, with video poker, which we now have already defined you’ll find a way to play from your individual house, it’s a lot easier.

Finest Video Poker Websites Uk

However, by way of withdrawal occasions, debit playing cards are often the slowest choice, taking roughly 2-5 working days earlier than money prizes appear in your account. Many of the most effective online poker sites even have loyalty and VIP schemes which can give you something each time you play actual cash poker. VIP schemes reward you factors every time you bet, and when you have enough you can trade for rewards. Most schemes have a sequence of different ranges, and the upper the level, the higher the rewards and perks. Texas Hold’em, Omaha, 7 Card Stud – no matter your most well-liked poker variant, you’ve come to the right place. We’ve reviewed and ranked the best poker sites round that will help you discover your ideal match in November 2024.

The Recognition Of Casino Video Games Online

Its main strengths are the fact that the positioning and app are easy to navigate, which is good for novices. They provide a wide range of tournaments too, from freerolls to bounty events. Its key power is its huge tournament choice, in addition to a variety of regular promotions and an easy-to-use cellular app. We promised the American gaming expertise and, at Bally Casino, that is what you are getting!

The game begins when the desired number of gamers are seated on the table. New customers must be provided a promo code entitling them to a deposit match bonus. Loyal prospects must also have ongoing promotions obtainable, including loyalty points applications, cashback bonuses and more. The only difference from other video games is its design, which features an Uncle Sam theme.

Whether you think about yourself a leisure player otherwise you regularly seek out busy multi-table tournaments with bigger prize swimming pools, you possibly can have a great playing expertise at plenty of sites. Offshore poker sites are online poker websites that function from countries outside the United States. They offer various poker games and tournaments to gamers from around the world, together with the United States. Web poker thar settle for dogecoin online the bingo web site could be accessed from each cell and tablets, 22Bet only holds one from Curacao. For this you want to know the cards on the board so that you just feed the information and resolve your stack, which can pay prizes of as a lot as 200x and substitute for all base icons. There are two ways to start enjoying Gladiator Road to Rome for cash on this web page, which may trigger the free spins bonus game.

Join ICE36 right now for an amazing gaming experience in a protected, secure surroundings that puts you first. You can discover one of the best video poker video games proper here in our guide. Our staff of on line casino consultants continually look for the best websites to play video poker and other casino video games. Every on line casino we suggest is fully licensed, 100 percent reputable, and has a extensive selection of video poker video games. As each end result of a video poker recreation is random, odds will range throughout different hands dealt, and bets made.

The most performed variants of on-line video poker are Jacks or Better, Jokers Wild and Deuces. Jacks or Better, particularly, is usually played, as this is the easiest variant for beginners to play. With the opposite variants, you additionally need to have a better hand to get paid as Jokers Wild and Deuces use jokers. Unlike stay poker, video poker isn’t played towards other gamers. It is not the intention to make the most effective hand but to make a hand that is strong enough to be paid.…

Online Video Poker Wins

French colonists introduced Pogue to North America in the nineteenth century. Once you’ve determined which playing cards to maintain and have flipped the remaining ones over as quickly as, that’s your last hand. Once you’ve decided on your stake, it’s time to flip over these playing cards.

Poker Variants And How To Play

Online Slot Poker

We also have exciting variants like BLAST, Jackpot Sit & Go and SNAP fast-fold poker. Many of these casinos have offers that will maintain you coming back for extra, and at what value they should strike. In your opinion, but the potential payouts from the enjoyable bonus round entice new and regular players alike. When you are enjoying at a poker table, especially whether it is excessive stakes, the pressure can actually get to you. 슬롯사이트 have all the other gamers and the supplier watching your each transfer, making it tougher to make the right choice, which means you lose greater than you win. However, with video poker, which we now have already defined you’ll find a way to play from your individual house, it’s a lot easier.

Finest Video Poker Websites Uk

However, by way of withdrawal occasions, debit playing cards are often the slowest choice, taking roughly 2-5 working days earlier than money prizes appear in your account. Many of the most effective online poker sites even have loyalty and VIP schemes which can give you something each time you play actual cash poker. VIP schemes reward you factors every time you bet, and when you have enough you can trade for rewards. Most schemes have a sequence of different ranges, and the upper the level, the higher the rewards and perks. Texas Hold’em, Omaha, 7 Card Stud – no matter your most well-liked poker variant, you’ve come to the right place. We’ve reviewed and ranked the best poker sites round that will help you discover your ideal match in November 2024.

The Recognition Of Casino Video Games Online

Its main strengths are the fact that the positioning and app are easy to navigate, which is good for novices. They provide a wide range of tournaments too, from freerolls to bounty events. Its key power is its huge tournament choice, in addition to a variety of regular promotions and an easy-to-use cellular app. We promised the American gaming expertise and, at Bally Casino, that is what you are getting!

The game begins when the desired number of gamers are seated on the table. New customers must be provided a promo code entitling them to a deposit match bonus. Loyal prospects must also have ongoing promotions obtainable, including loyalty points applications, cashback bonuses and more. The only difference from other video games is its design, which features an Uncle Sam theme.

Whether you think about yourself a leisure player otherwise you regularly seek out busy multi-table tournaments with bigger prize swimming pools, you possibly can have a great playing expertise at plenty of sites. Offshore poker sites are online poker websites that function from countries outside the United States. They offer various poker games and tournaments to gamers from around the world, together with the United States. Web poker thar settle for dogecoin online the bingo web site could be accessed from each cell and tablets, 22Bet only holds one from Curacao. For this you want to know the cards on the board so that you just feed the information and resolve your stack, which can pay prizes of as a lot as 200x and substitute for all base icons. There are two ways to start enjoying Gladiator Road to Rome for cash on this web page, which may trigger the free spins bonus game.

Join ICE36 right now for an amazing gaming experience in a protected, secure surroundings that puts you first. You can discover one of the best video poker video games proper here in our guide. Our staff of on line casino consultants continually look for the best websites to play video poker and other casino video games. Every on line casino we suggest is fully licensed, 100 percent reputable, and has a extensive selection of video poker video games. As each end result of a video poker recreation is random, odds will range throughout different hands dealt, and bets made.

The most performed variants of on-line video poker are Jacks or Better, Jokers Wild and Deuces. Jacks or Better, particularly, is usually played, as this is the easiest variant for beginners to play. With the opposite variants, you additionally need to have a better hand to get paid as Jokers Wild and Deuces use jokers. Unlike stay poker, video poker isn’t played towards other gamers. It is not the intention to make the most effective hand but to make a hand that is strong enough to be paid.…

Online Video Poker Wins

French colonists introduced Pogue to North America in the nineteenth century. Once you’ve determined which playing cards to maintain and have flipped the remaining ones over as quickly as, that’s your last hand. Once you’ve decided on your stake, it’s time to flip over these playing cards.

Poker Variants And How To Play

Online Slot Poker

We also have exciting variants like BLAST, Jackpot Sit & Go and SNAP fast-fold poker. Many of these casinos have offers that will maintain you coming back for extra, and at what value they should strike. In your opinion, but the potential payouts from the enjoyable bonus round entice new and regular players alike. When you are enjoying at a poker table, especially whether it is excessive stakes, the pressure can actually get to you. 슬롯사이트 have all the other gamers and the supplier watching your each transfer, making it tougher to make the right choice, which means you lose greater than you win. However, with video poker, which we now have already defined you’ll find a way to play from your individual house, it’s a lot easier.

Finest Video Poker Websites Uk

However, by way of withdrawal occasions, debit playing cards are often the slowest choice, taking roughly 2-5 working days earlier than money prizes appear in your account. Many of the most effective online poker sites even have loyalty and VIP schemes which can give you something each time you play actual cash poker. VIP schemes reward you factors every time you bet, and when you have enough you can trade for rewards. Most schemes have a sequence of different ranges, and the upper the level, the higher the rewards and perks. Texas Hold’em, Omaha, 7 Card Stud – no matter your most well-liked poker variant, you’ve come to the right place. We’ve reviewed and ranked the best poker sites round that will help you discover your ideal match in November 2024.

The Recognition Of Casino Video Games Online

Its main strengths are the fact that the positioning and app are easy to navigate, which is good for novices. They provide a wide range of tournaments too, from freerolls to bounty events. Its key power is its huge tournament choice, in addition to a variety of regular promotions and an easy-to-use cellular app. We promised the American gaming expertise and, at Bally Casino, that is what you are getting!

The game begins when the desired number of gamers are seated on the table. New customers must be provided a promo code entitling them to a deposit match bonus. Loyal prospects must also have ongoing promotions obtainable, including loyalty points applications, cashback bonuses and more. The only difference from other video games is its design, which features an Uncle Sam theme.

Whether you think about yourself a leisure player otherwise you regularly seek out busy multi-table tournaments with bigger prize swimming pools, you possibly can have a great playing expertise at plenty of sites. Offshore poker sites are online poker websites that function from countries outside the United States. They offer various poker games and tournaments to gamers from around the world, together with the United States. Web poker thar settle for dogecoin online the bingo web site could be accessed from each cell and tablets, 22Bet only holds one from Curacao. For this you want to know the cards on the board so that you just feed the information and resolve your stack, which can pay prizes of as a lot as 200x and substitute for all base icons. There are two ways to start enjoying Gladiator Road to Rome for cash on this web page, which may trigger the free spins bonus game.

Join ICE36 right now for an amazing gaming experience in a protected, secure surroundings that puts you first. You can discover one of the best video poker video games proper here in our guide. Our staff of on line casino consultants continually look for the best websites to play video poker and other casino video games. Every on line casino we suggest is fully licensed, 100 percent reputable, and has a extensive selection of video poker video games. As each end result of a video poker recreation is random, odds will range throughout different hands dealt, and bets made.

The most performed variants of on-line video poker are Jacks or Better, Jokers Wild and Deuces. Jacks or Better, particularly, is usually played, as this is the easiest variant for beginners to play. With the opposite variants, you additionally need to have a better hand to get paid as Jokers Wild and Deuces use jokers. Unlike stay poker, video poker isn’t played towards other gamers. It is not the intention to make the most effective hand but to make a hand that is strong enough to be paid.…

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Situs Sbobet biasanya hanya mengizinkan pemain yang berusia 18 tahun ke atas untuk bergabung. Ratusan permainan Slot yang menarik dan penuh warna dengan peluang untuk memenangkan Jackpot hingga miliaran Rupiah selalu siap untuk Anda taklukkan. Tetapkan batasan harian, mingguan, atau bulanan pada jumlah uang yang Anda siapkan untuk bertaruh.

pkv 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Is RNG (Random Number Generator) Really Random? Explained: Unveiling the Truth Behind Computer-Generated Randomness

Random number generators (RNGs) are fundamental to many aspects of technology, from cryptography to gaming. You might wonder if these systems truly produce random numbers or if there’s some underlying pattern. While most RNGs don’t create truly random numbers, they can generate sequences that are practically indistinguishable from true randomness for many applications.

RNGs typically fall into two categories: pseudorandom number generators (PRNGs) and true random number generators (TRNGs). PRNGs use mathematical algorithms to produce sequences that appear random but are actually deterministic. TRNGs, on the other hand, rely on unpredictable physical processes to generate numbers with higher entropy.

Your everyday applications and games often use PRNGs, which are sufficient for most purposes. However, for critical security and cryptographic applications, more sophisticated methods are employed to ensure the highest level of unpredictability. These may include combining multiple sources of entropy or using specialised hardware designed to capture truly random physical phenomena.

Understanding Randomness and RNGs

Random number generation plays a crucial role in computing and various applications. It involves complex algorithms and techniques to produce sequences that appear unpredictable.

The Concept of Randomness in Computation

Randomness in computing refers to the generation of numbers or sequences that lack discernible patterns. True randomness is challenging to achieve in digital systems, as computers operate on deterministic algorithms.

In practice, most random numbers used in computing are pseudo-random. These numbers are generated using mathematical algorithms that produce sequences appearing random to an observer. The algorithms typically start with a seed value and apply complex calculations to generate subsequent numbers.

Entropy is a key concept in randomness. It measures the degree of unpredictability in a system. Higher entropy sources, like atmospheric noise or radioactive decay, can provide more genuinely random inputs for number generation.

Types of Random Number Generators

There are two main types of random number generators: Pseudo-Random Number Generators (PRNGs) and True Random Number Generators (TRNGs).

PRNGs use algorithms to produce number sequences that appear random. They’re fast, efficient, and widely used in computing. However, their output is deterministic and can be reproduced if you know the seed and algorithm.

TRNGs, on the other hand, rely on physical processes to generate random numbers. These might include atmospheric noise, radioactive decay, or thermal fluctuations. TRNGs produce truly unpredictable numbers but are often slower and more complex to implement than PRNGs.

Some systems combine both approaches, using TRNGs to seed PRNGs, aiming to balance speed and unpredictability. This hybrid approach is common in cryptographic applications where both efficiency and security are crucial.

How RNGs Are Utilised in Various Fields

Random number generators play crucial roles across diverse industries and applications. Their ability to produce unpredictable sequences enables essential functions in modern technology and research.

Cryptography and Security

RNGs form the backbone of many cryptographic systems. They generate encryption keys, initialisation vectors, and nonces crucial for securing digital communications. In public key cryptography, RNGs create the large prime numbers needed for key pairs.

You’ll find RNGs in password generation tools, helping users create strong, unpredictable passwords. They’re also used in digital signatures and certificate authorities to enhance the security of online transactions.

Many security protocols rely on RNGs to produce session keys and challenge-response systems. This unpredictability helps protect against attacks that try to guess or predict security measures.

Simulation and Gaming

Video games heavily rely on RNGs to create varied and engaging experiences. They determine loot drops, critical hits, and enemy behaviour, keeping gameplay fresh and exciting.

In casino games and online gambling, RNGs ensure fair outcomes for slot machines, poker hands, and roulette wheels. Regulatory bodies often test these systems to verify their randomness and fairness.

Simulations use RNGs to model complex systems with unpredictable elements. Weather forecasting, traffic flow models, and financial simulations all benefit from the introduction of controlled randomness to mimic real-world variability.

Scientific Research and Random Sampling

RNGs are indispensable in scientific studies requiring random sampling. They help researchers select unbiased participants for clinical trials and surveys, ensuring statistical validity.

In Monte Carlo methods, RNGs generate numerous random scenarios to solve complex problems in physics, chemistry, and finance. This approach allows scientists to estimate probabilities for events that are difficult to calculate analytically.

Randomised algorithms in computer science use RNGs to achieve better average-case performance than deterministic algorithms for certain problems. You’ll find these in sorting, searching, and optimisation tasks across various fields.

The Mechanics Behind RNGs

Random number generators (RNGs) employ various techniques to produce seemingly unpredictable sequences. These methods range from mathematical algorithms to harnessing physical phenomena, each with unique strengths and applications.

Seeds and Their Role in RNG

Seeds are crucial starting points for pseudorandom number generators. They initialise the algorithm, determining the entire sequence that follows. Using the same seed will always produce the same sequence of numbers.

When you run a program that uses random numbers, it often uses the current time as a seed. This ensures different results each time you execute the code. Some applications allow you to set a specific seed, which is useful for debugging or reproducing results.

Seeds are typically large numbers or complex data structures. The quality of the seed impacts the randomness of the generated sequence. Poor seeds can lead to predictable patterns or short cycles in the output.

Common Algorithms Used in Pseudorandom Number Generation

Pseudorandom number generators (PRNGs) use mathematical formulas to create sequences that appear random. The linear congruential generator (LCG) is one of the simplest and most widely used algorithms.

LCGs follow this formula: X_(n+1) = (aX_n + c) mod m

Where:

  • X_n is the current number
  • a is the multiplier
  • c is the increment
  • m is the modulus

Other common algorithms include:

  • Mersenne Twister: Used in Python and many statistical software packages
  • Xorshift: Fast and simple, suitable for games and simulations
  • Blum Blum Shub: Slower but cryptographically secure

These algorithms strike a balance between speed, period length, and statistical quality of the generated numbers.

Evaluating Randomness: Tests and Measures

To assess the quality of RNGs, statisticians and computer scientists use various tests. These evaluate whether the generated numbers exhibit properties expected of truly random sequences.

Common tests include:

  • Frequency test: Checks if each number appears with equal probability
  • Runs test: Examines the length of consecutive identical bits
  • Spectral test: Analyses the distribution of numbers in multiple dimensions

More comprehensive test suites like DIEHARD and TestU01 apply dozens of statistical tests to thoroughly evaluate RNGs. These helps identify weaknesses or patterns that might not be apparent through simple observation.

It’s important to note that passing these tests doesn’t guarantee true randomness. It only indicates that the generator produces sequences that are statistically similar to random ones. If you’re exploring fair and transparent gaming options with trusted RNGs, consider checking out a new casino online in Australia that prioritises fairness and cutting-edge random number generation technology.

Physical Phenomena as Sources of RNG

True random number generators (TRNGs) rely on unpredictable physical processes to generate random data. These sources of entropy provide numbers that are theoretically impossible to predict or reproduce.

Common physical sources include:

  • Atmospheric noise
  • Radioactive decay
  • Thermal noise in electronic circuits
  • Quantum phenomena like photon splitting

TRNGs often use specialised hardware to capture and process these random events. For example, some devices measure the timing of keystrokes or mouse movements to generate random numbers.

While TRNGs offer true randomness, they’re typically slower than PRNGs. They’re often used to generate seeds for PRNGs or in applications requiring high security, such as cryptography.

Challenges and Limitations of RNGs

Random number generators face several obstacles in producing truly unpredictable sequences. These challenges stem from the inherent nature of computer systems and the difficulty of capturing genuine randomness.

Determinism vs Non-deterministic RNGs

Deterministic RNGs rely on mathematical algorithms to generate sequences. While these appear random, they’re predictable if you know the starting seed. This poses risks for encryption keys and other sensitive applications. Non-deterministic RNGs aim to capture true randomness from physical processes like atmospheric noise or radioactive decay. These are harder to implement and often slower than their deterministic counterparts.

You might encounter issues with deterministic RNGs in debugging software. The same seed will always produce the same sequence, which can be both a blessing and a curse for reproducing bugs.

Issues in Software Generated Random Numbers

Software-based RNGs often struggle to achieve true randomness. They’re limited by the deterministic nature of computer systems. Without external input, they can only simulate randomness through complex algorithms.

You’ll find that many software RNGs are vulnerable to subtle biases. These can emerge from flaws in the algorithm or implementation. Such biases might be imperceptible in small samples but become apparent in large-scale applications or cryptographic use.

To mitigate these issues, you can use true random number services. These draw from physical sources of entropy to provide higher-quality random numbers.

The Future of RNGs in Technology

Advancements in quantum computing promise to revolutionise RNGs. Quantum RNGs exploit the inherent randomness of quantum mechanics to generate truly unpredictable numbers. You’ll likely see these become more prevalent in high-security applications.

Chaotic systems are another frontier in RNG development. These systems are extremely sensitive to initial conditions, making them excellent sources of unpredictability. You might encounter RNGs based on chaotic electrical circuits or fluid dynamics in future tech.

As artificial intelligence and machine learning grow more sophisticated, they’re being used to analyse and improve RNG quality. You can expect smarter, more robust RNGs that can adapt to different use cases and security requirements.…

Ten Top Tips For Assessing The Quality Of Data And The Sources Of An Ai Trading Predictor

Assessing the data quality is crucial when using AI stock trading forecasts, since the integrity and relevancy of data directly affects the accuracy of predictions. Here are 10 top tips on how to evaluate data sources and quality.
1. Check Data Accuracy and Completeness
The reason is that the foundation of solid models is accuracy and complete information.
How: To confirm accuracy, check the data with other trustworthy sources (exchanges, databases of financial information for instance.). Verify accuracy by examining for missing or gaps, especially when it comes to metrics that are time-sensitive.

2. Accuracy of data and frequency are important to consider
Why: Stock market data which is old can lead to outdated forecasts.
What to do: Ensure that your data is updated in real time or at a rate that suits your trading strategy. If you are looking for intraday or high-frequency trading, second by second data might be required. However, for long model, regular daily and weekly updates will suffice.

3. Examine the credibility and reliability of sources
Why: Reliable sources reduce the possibility of relying on inaccurate or biased data, which can cause predictions to be inaccurate.
How to use data that comes from trusted sources (e.g., Bloomberg, Reuters, NASDAQ) and avoid sources with potential biases. Confirm the source is widely acknowledged and has quality control measures.

4. Verify that sources are consistent
Inconsistent data can cause models to become confused and predict accuracy to decline.
How do you Compare data from different sources to see if they align. If one source is consistently inconsistent examine possible causes, such as different calculation methods or data collection practices.

5. Identify the Data Granularity and the Scope
The reason is that the right scope and granularity ensures the data has enough detail, without any unnecessary noise.
How to ensure that the granularity of your data matches your prediction time horizon. For example, if predicting daily prices, daily granularity is usually sufficient; however, high-frequency trading models may require tick-level data. Be sure to include all relevant variables in the analysis (e.g. prices of stocks and volume as well as economic indicators).

6. Check out the historical data coverage
What’s the point? Accurate historical data provides a robust model training and solid testing.
How: Verify that the historical data is encompassing various market cycles like bull, bear and flat markets. This will allow the model to adapt better to changing conditions.

7. Check Data Preprocessing standards
Why: Raw data can be contaminated by outliers, inconsistencies or noise that can affect model performance.
How to: Find out how data is cleaned, normalized, and transformed. This includes methods to deal with missing values or outliers, as well as any transformations. Preprocessing ensures that models can learn from data and not be influenced.

8. Make sure to ensure Regulatory Compliance
The reason: using non-compliant data can lead to legal issues and hefty fines.
How do you ensure that the data is compliant with applicable laws (e.g. GDPR in Europe or SEC regulations in the United States). Verify that it doesn’t include proprietary or confidential information without the appropriate licences.

9. Assess Accessibility and Latency of Data
The reason: Even small delays in processing of data for real-time trading could impact the timing of trades and profit.
How: Measure data latency (delay between source and model) and ensure that it is compatible with the frequency of your trading. Check whether it’s easy to access the data and if the AI predictor is able to incorporate the data in a seamless manner.

10. Look at alternative data sources for added insights
Why do alternative data (like the news’s sentiment or social media traffic) can be used to predict the future? traditional data
How: Evaluate other data sources to determine whether they could enhance your model. These sources should be high-quality and reliable, and also in line with the input format of your model and predictor.
These tips will assist you in evaluating the quality of data and its sources for the stock trading AI predictor. They can also help you avoid common pitfalls to ensure that the model performs well. Check out the recommended I was reading this for more tips including stock trading, ai stocks to buy now, stock market prediction ai, ai for stock prediction, top ai companies to invest in, ai companies stock, ai intelligence stocks, best ai stocks, ai for trading stocks, ai technology stocks and more.

How Do You Utilize An Ai-Powered Stock Trading Forecaster To Determine The Value Of Nvidia’s Shares
To allow Nvidia to be evaluated effectively using an AI trading model you must understand its unique position on the market, its technological advances it has made, as well as the economic factors that influence its performance. Here are 10 guidelines to help you assess Nvidia stock by using an AI trading model.
1. Find out more about Nvidia’s business model, market position, and its positioning.
The reason: Nvidia focuses on the semiconductor industry and is the leader in graphics processing units and AI technologies.
For a start, become familiar with Nvidia’s key business segments. The AI model will benefit from a better knowledge of its market’s position in order to evaluate potential growth opportunities.

2. Incorporate Industry Trends and Competitor Analyses
Why? Nvidia’s results are affected by trends and dynamics within the semiconductor, AI and other markets.
How to: Make sure that the model takes into account trends like the growth in AI applications, gaming demands as well as the competition from AMD as well as Intel. Performance of competitors could provide context to Nvidia stock movement.

3. Earnings reports and Guidance How do they affect your company?
The reason: Earnings reports could cause significant price fluctuations especially for growth stocks such as Nvidia.
How: Monitor Nvidia’s earnings calendar, and include earnings surprise analysis into the model. Examine how historical price responses correlate with earnings results and the forecast given by Nvidia.

4. Use indicators for technical analysis
The reason: Technical indicators help capture short-term price movements and patterns that are that are specific to Nvidia’s stock.
How to integrate important technical indicators such as MACD, RSI and moving averages into the AI. These indicators can help you determine the most optimal time to enter and close trades.

5. Examine Macro and Microeconomic Factors
What are the factors that affect the performance of Nvidia is affected by economic conditions, like inflation or interest rates, as well as consumer spending.
How can you integrate relevant macroeconomic information (e.g. the rate of inflation and growth in GDP) into the model. Additionally, incorporate specific metrics for the industry, like the rate of growth in semiconductor sales. This context can improve your ability to make predictions.

6. Use Sentiment Analysis
Why: Market sentiment can dramatically affect the value of Nvidia’s stock especially in the tech industry.
Use sentiment analysis to assess the sentiment of investors about Nvidia. These types of qualitative data can give the context of model predictions.

7. Supply chain factors and production capacity monitoring
What’s the reason? Nvidia depends on a complicated supply chain for the production of semiconductors, which can be affected by global circumstances.
How do you incorporate supply chain and news metrics that relate to capacity for production shortages, production capacity or other issues in your analysis. Understanding the dynamics of supply chain will help you predict the possible effect on Nvidia stock.

8. Backtesting with Historical Data
Why: Backtesting can be a method of determine how well an AI model performs based on price changes and historical events.
How to use previous data from Nvidia’s stock to test the model’s predictions. Compare predicted performance with actual results to evaluate the its accuracy.

9. Monitor real-time execution metrics
The reason: A flawless execution is essential to capitalizing on Nvidia price fluctuations.
How to: Monitor execution metrics like slippage and fill rate. Examine the model’s efficacy in predicting optimal entry and exit points for trades involving Nvidia.

10. Review Risk Management and Strategies for Position Sizing
What is the reason? A good risk management is crucial to protecting your capital and maximizing returns, particularly with an unstable share such as Nvidia.
How to: Ensure your model includes strategies for managing risk and adjust the size of your position based on Nvidia volatility and portfolio risk. This helps mitigate potential losses while maximizing returns.
These suggestions will enable you to assess the AI predictive ability of the stock market in analyzing and predicting the movement of Nvidia’s shares, while ensuring that it is accurate and relevant under the changing market conditions. Check out the top microsoft ai stock url for blog examples including ai investment bot, artificial technology stocks, best stock analysis sites, ai tech stock, ai stock prediction, stock market ai, ai share trading, ai stocks, ai share trading, best site for stock and more.

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