Everand Logo

Welcome to Everand!

  • Discover millions of ebooks, audiobooks, and so much more with a free trial

    Only $11.99/month after trial. Cancel anytime.

    Hilbert Space Methods in Probability and Statistical Inference
    Hilbert Space Methods in Probability and Statistical Inference
    Hilbert Space Methods in Probability and Statistical Inference
    Ebook207 pages4 hours

    Hilbert Space Methods in Probability and Statistical Inference

    By Christopher G. Small and Don L. McLeish

    ()

    Read preview

    About this ebook

    Explains how Hilbert space techniques cross the boundaries into the foundations of probability and statistics. Focuses on the theory of martingales stochastic integration, interpolation and density estimation. Includes a copious amount of problems and examples.
    LanguageEnglish
    PublisherWiley-Interscience
    Release dateSep 15, 2011
    ISBN9781118165539
    Hilbert Space Methods in Probability and Statistical Inference

    Related to Hilbert Space Methods in Probability and Statistical Inference

    Titles in the series (100)

    View More
    View More

    Related ebooks

    Mathematics For You

    View More
    View More

    Related podcast episodes

    Related articles

    • Article

      The Math That Takes Newton Into the Quantum World

      Feb 28, 2019

      In my 50s, too old to become a real expert, I have finally fallen in love with algebraic geometry. As the name suggests, this is the study of geometry using algebra. Around 1637, René Descartes laid the groundwork for this subject by taking a plane,

      9 min read

    • Article

      Fine Tuning Is Just Fine

      Sep 20, 2018

      It is hard to overstate the anticipation that preceded the opening of the Large Hadron Collider (LHC) 10 years ago. Smashing protons together at energies well above those produced at any previous particle accelerator, the LHC seemed capable of vindic

      9 min read

    • Article

      Babbage And Running His Many Engines

      Nov 16, 2021

      Mike Bedford Like most of us, Mike tended to think of the likes of Alan Turing and John von Neumann as the pioneers of computing, so delving further into Charles Babbage’s creations was truly inspiring. Discussion about the first ever computer often

      11 min read

    • Article

      The Deepest Uncertainty

      May 16, 2019

      Georg Cantor died in 1918 in a sanatorium in Halle, Germany. A pre-eminent mathematician, he had laid the foundation for the theory of infinite numbers in the 1870s. At the time, his ideas received hostile opposition from prominent mathematicians in

      4 min read

    • Article

      The Deepest Uncertainty: When a hypothesis is neither true nor false.

      Jun 6, 2013

      Georg Cantor died in 1918 in a sanatorium in Halle, Germany. A pre-eminent mathematician, he had laid the foundation for the theory of infinite numbers in the 1870s. At the time, his ideas received hostile opposition from prominent mathematicians in

      4 min read

    • Article

      Are Neural Networks About to Reinvent Physics?

      Nov 21, 2019

      Can AI teach itself the laws of physics? Will classical computers soon be replaced by deep neural networks? Sure looks like it, if you’ve been following the news, which lately has been filled with headlines like, “A neural net solves the three-body p

      9 min read

    • Article

      Why The Holographic Principle Is So Exciting

      Mar 13, 2018

      One of the most cutting-edge theories in theoretical physics, the holographic principle, holds holds that the universe is 3D image projected off a 2D surface, much like a hologram emerges from a sheet of photographic film. “In my view, the discovery

      4 min read

    • Article

      Numismatics and Nanotechnology

      Jan 20, 2023

      Nanotechnology involves science and applications on the scale of a nanometer, which is one-billionth of a meter. To give you some idea of size, a cube measuring one nano-meter on a side would hold 176 hydrogen atoms. It might be easier to visualize t

      2 min read

    • Article

      Euclidean And Beyond

      Jul 28, 2020

      Euclidean And Beyond
      1 min read

    • Article

      The Universe Began With a Big Melt, Not a Big Bang

      Oct 5, 2017

      There are two tantalizing mysteries about our universe, one dealing with its final fate and the other with its beginning, that have intrigued cosmologists for decades. The community has always believed these to be independent problems—but what if the

      10 min read

    • Article

      Business applications For Quantum computing

      May 1, 2022

      COMPUTERS DO ARITHMETIC. Underlying every amazing application of computers today is math, calculated using binary digits or ‘bits.’ The original computers of the early 1950s could perform about 465 multiplications per second — much faster than the ‘h

      11 min read

    • Article

      How Spooky Science Helps Us Peer Inside The Planets

      Dec 3, 2020

      An assistant professor of computational science at the EPFL research centre in Lausanne, Switzerland, involved in the current research on metallic hydrogen. Could you explain how the machine-learning techniques used in your research work? Why were th

      1 min read

    • Article

      “Q’s” Real Gadgets Could Go Beyond Lasers Inside Pens

      Jul 8, 2021

      Recently, I read Quantum Computing: How it Works and Why it Could Change the World by Amit Katwala. It’s a great intro to the present state of and prospects for quantum computing – not too technical, wasting little space on the basics but avoiding th

      2 min read

    • Article

      How Math’s Most Famous Proof Nearly Broke: Andrew Wiles thought he had a solution to an age-old puzzle. Until it began to unravel.

      May 28, 2015

      Andrew Wiles gave a series of lectures cryptically titled “Modular Forms, Elliptic Curves, and Galois Representations” at a mathematics conference in Cambridge, England, in June 0f 1993. His argument was long and technical. Finally, 20 minutes into t

      8 min read

    • Article

      How Math’s Most Famous Proof Nearly Broke

      Dec 20, 2018

      Andrew Wiles gave a series of lectures cryptically titled “Modular Forms, Elliptic Curves, and Galois Representations” at a mathematics conference in Cambridge, England, in June 0f 1993. His argument was long and technical. Finally, 20 minutes into t

      8 min read

    Related categories

    Reviews for Hilbert Space Methods in Probability and Statistical Inference

    0 ratings

    0 ratings0 reviews

    What did you think?

    Tap to rate

    Review must be at least 10 words

      Book preview

      Hilbert Space Methods in Probability and Statistical Inference - Christopher G. Small

      Enjoying the preview?
      Page 1 of 1