Spectral Radius of Graphs

Spectral Radius of Graphs

Have one to sell?
Sell yours Here >
See Details
Key Features
  • Format: Paperback
  • Number of Pages: 166 pages
  • Dimensions: 154 x 232 x 18mm
  • Weight: 260g
  • Publication date: 08 Oct 2014
  • Publisher: Elsevier Science Publishing Co Inc
  • Seller Score:
    5.0 / 5
    100+Successful Sales
  • Delivery

    Delivery Timelines and Cities

    City

    Regular

    Cairo & Giza*

    3

    4 - 6

    Other cities

    4

    5 - 10

    *If order placed before 2pm.

    is available only for items with the Logo. Click here for more information

    Delivery times are business days only, and do not include Friday.

    Delivery timeline for international orders is 9-15 days. Click here for more info.

    Click here for our full Delivery Timelines

    & Click here for our Shipping fees details

    Delivery within: 6 business days
Pay cash on delivery
14 days free return

Free Return within 14-days. Details below.

No returns for Lingerie & Beachwear in Women clothes

Wrong Item - to be returned within 48 hours

All items are eligible for return

Changed Mind - to be returned within 7 days

Fashion, Mobile phones, Electronics, Computing

Damaged Item - to be returned within 14 days

Fashion, Mobile phones, Electronics, Computing, Books, Food, Bulky Items, International Products

Click here for more Returns Policy and Return Times.

Genuine product

Spectral Radius of Graphs provides a thorough overview of important results on the spectral radius of adjacency matrix of graphs that have appeared in the literature in the preceding ten years, most of them with proofs, and including some previously unpublished results of the author. The primer begins with a brief classical review, in order to provide the reader with a foundation for the subsequent chapters. Topics covered include spectral decomposition, the Perron-Frobenius theorem, the Rayleigh quotient, the Weyl inequalities, and the Interlacing theorem. From this introduction, the book delves deeper into the properties of the principal eigenvector; a critical subject as many of the results on the spectral radius of graphs rely on the properties of the principal eigenvector for their proofs. A following chapter surveys spectral radius of special graphs, covering multipartite graphs, non-regular graphs, planar graphs, threshold graphs, and others. Finally, the work explores results on the structure of graphs having extreme spectral radius in classes of graphs defined by fixing the value of a particular, integer-valued graph invariant, such as: the diameter, the radius, the domination number, the matching number, the clique number, the independence number, the chromatic number or the sequence of vertex degrees. Throughout, the text includes the valuable addition of proofs to accompany the majority of presented results. This enables the reader to learn tricks of the trade and easily see if some of the techniques apply to a current research problem, without having to spend time on searching for the original articles. The book also contains a handful of open problems on the topic that might provide initiative for the reader's research. * Dedicated coverage to one of the most prominent graph eigenvalues * Proofs and open problems included for further study * Overview of classical topics such as spectral decomposition, the Perron-Frobenius theorem, the Rayleigh quotient, the Weyl inequalities, and the Interlacing theorem

Key Features
  • Format: Paperback
  • Number of Pages: 166 pages
  • Dimensions: 154 x 232 x 18mm
  • Weight: 260g
  • Publication date: 08 Oct 2014
  • Publisher: Elsevier Science Publishing Co Inc
  • Imprinte: Academic Press Inc
  • Publication City/Country: San Diego, United States
  • Language: English
  • Illustrations note: colour illustrations
  • ISBN10: 0128020687
  • ISBN13: 9780128020685
Specifications of Spectral Radius of Graphs
SKU
JU030BKAJ7XVNAFAMZ
Model
9780128020685
Author
Dragan Stevanovic
  • 5 stars
    (0)
  • 4 stars
    (0)
  • 3 stars
    (0)
  • 2 stars
    (0)
  • 1 star
    (0)
Average Rating
0
No rating yet.
Have you used this product before?
Write a review'
Can I return this product?

You can return this product for a refund, within 14 days after receiving your original order.

You can return this product ONLY if you have received the wrong product or if the product has been damaged.



How to return this product?

You need to request a return by calling Customer Service 19586



What are the required conditions?

Please see below conditions for your return request to be accepted:

- product must remain sealed, except if the product is defective or damaged

- product is still in its original packaging

- product is in its original condition and unused

- product is not damaged

- product label is still attached


The products in your possession are your responsibility until they are picked up by our driver or you have dropped it off at a pickup Station. Any product that is not properly packed or is damaged will not be eligible for a return, so make sure they are properly taken care of prior to the return!



What are the next steps?

Once your return request done, we will contact you to arrange retrieval of the product. You will also have the choice to deliver yourself the product to one of our pickup Stations.


Once the product retrieved, we will proceed to examination.

- In the unlikely event that an item is returned to us in an unsuitable condition, we will send it back to you without refund.

- If examination conclusive and conditions respected, we will proceed to refund within maximum 14 business days post retrieval product.