Probability for Deep Learning Quantum / Nejlevnější knihy
Probability for Deep Learning  Quantum

Kód: 46011386

Probability for Deep Learning Quantum

Autor Charles R. Giardina

Probability for Deep Learning Quantum: A Many-Sorted Algebra View provides readers with the first book to address probabilistic methods in the deep learning environment and the quantum technological area simultaneously, by using a ... celý popis

4808


Očekávaná novinka
Termín neznámý

Informovat o naskladnění

Přidat mezi přání

Mohlo by se vám také líbit

Dárkový poukaz: Radost zaručena

Objednat dárkový poukazVíce informací

Informovat o naskladnění knihy

Informovat o naskladnění knihy


Souhlas - Souhlasím se zasíláním obchodních sdělení a zpracováním osobních údajů k obchodním sdělením.

Zašleme vám zprávu jakmile knihu naskladníme

Zadejte do formuláře e-mailovou adresu a jakmile knihu naskladníme, zašleme vám o tom zprávu. Pohlídáme vše za vás.

Více informací o knize Probability for Deep Learning Quantum

Nákupem získáte 481 bodů

Anotace knihy

Probability for Deep Learning Quantum: A Many-Sorted Algebra View provides readers with the first book to address probabilistic methods in the deep learning environment and the quantum technological area simultaneously, by using a common platform: the Many-Sorted Algebra (MSA) view. While machine learning is created with a foundation of probability, probability is at the heart of quantum physics as well. It is the cornerstone in quantum applications. These applications include quantum measuring, quantum information theory, quantum communication theory, quantum sensing, quantum signal processing, quantum computing, quantum cryptography, and quantum machine learning. Although some of the probabilistic methods differ in machine learning disciplines from those in the quantum technologies, many techniques are very similar. Probability is introduced in the text rigorously, in Komogorov’s vision. It is however, slightly modified by developing the theory in a Many-Sorted Algebra setting. This algebraic construct is also used in showing the shared structures underlying much of both machine learning and quantum theory. Both deep learning and quantum technologies have several probabilistic and stochastic methods in common. These methods are described and illustrated using numerous examples within the text. Concepts in entropy are provided from a Shannon as well as a von-Neumann view. Singular value decomposition is applied in machine learning and as a basic tool in the Schmidt decomposition. Reproducing Kernel Hilbert Spaces (RKHS) are introduced in the text for use in support vector machines as well as in Tikhonov Regularization methods. In quantum, the Bargmann-Fock Space is one of the many RKHS. Besides the in-common methods, Born’s rule as well as positive operator valued measures are described and illustrated, along with quasi-probabilities. Author Charles R. Giardina provides clear and concise explanations, accompanied by insightful visualizations and thought-provoking exercises, to deepen your understanding and enable you to apply the concepts to real-world scenarios. Loaded with hundreds of well-crafted examples illustrating the difficult concepts pertaining to quantum and stochastic processesAddresses probabilistic methods in the deep learning environment and the quantum technological areaProvides rigorous and precise presentation of the algebraic underpinning of both quantum and deep learning

Parametry knihy

Zařazení knihy Knihy v angličtině Computing & information technology Computer programming / software development Software Engineering

4808

Oblíbené z jiného soudku



Osobní odběr Praha, Brno a 12903 dalších

Copyright ©2008-24 nejlevnejsi-knihy.cz Všechna práva vyhrazenaSoukromíCookies


Můj účet: Přihlásit se
Všechny knihy světa na jednom místě. Navíc za skvělé ceny.

Nákupní košík ( prázdný )

Vyzvednutí v Zásilkovně
zdarma nad 1 499 Kč.

Nacházíte se: