Search Materials

Sort materials by

Search Materials

Return to What's new in MERLOT

Get more information on the MERLOT Editors' Choice Award in a new window.

Get more information on the MERLOT Classics Award in a new window.

Get more information on the JOLT Award in a new window.

Go to Search Page

Go to Partner Benefits

View material results for all categories

Please enter a Bookmark title

Please limit Bookmark title to 65 characters

Please enter a description

Please limit Bookmark title to 4000 characters

Please limit a note about this material to 2048 characters

A Bookmark with this title already existed.

Select this link to go to Bookmark Collection

Search all MERLOT

Select to go to your profile

Click to expand menu where one can log in to or sign up for MERLOT

Select to go to your workspace

Select to go to your Dashboard Report

Select to go to your Content Builder

Select to log out

Search Terms

Enter username

Enter password

Please give at least one keyword of at least three characters for the search to work with. The more keywords you give, the better the search will work for you.

Select OK to launch help window

Cancel help

View material results for category Mathematics and Statistics

Mathematics and Statistics
>
Mathematics
NuMachine, as powerful as Turing machine, but more intuitive in its working is described. Adding three more derivation rules...
see more

Material Type:
TutorialAuthor: Kannan Nambiar

Date Added: Jun 13, 2001 Date Modified: Apr 02, 2015

Pick a Bookmark Collection or Course ePortfolio to put this material in or scroll to the bottom to create a new Bookmark Collection

Name the Bookmark Collection to represent the materials you will add

Describe the Bookmark Collection so other MERLOT users will know what it contains and if it has value for their work or teaching. Other users can copy your Bookmark Collection to their own profile and modify it to save time.

Edit the information about the material in this {0}

Submitting Bookmarks...

Select this link to open drop down to add material Foundations of Computer Science to your Bookmark Collection or Course ePortfolio

Select this link to close drop down of your Bookmark Collection or Course ePortfolio for material Foundations of Computer Science

Select this link to open drop down to add material Foundations of Computer Science to your Bookmark Collection or Course ePortfolio

Peer Review for material titled "Foundations of Computer Science"

User Rating for material titled "Foundations of Computer Science"

Member Comments for material titled "Foundations of Computer Science"

Bookmark Collections for material titled "Foundations of Computer Science"

Course ePortfolios for material titled "Foundations of Computer Science"

Learning Exercises for material titled "Foundations of Computer Science"

Accessibility Info for material titled "Foundations of Computer Science"

eTextbook Reviews for material titled "Foundations of Computer Science"

About this material:

Reviewed by members of Editorial board for inclusion in MERLOT.

Editor Review
(not reviewed)
User review 4 average rating

User Rating
Discussion (1 Comment)

In (1) Bookmark Collections

Course ePortfolios (none)

Learning Exercises (none)

Accessibility Info (none)

Intellectual space is defined as the set of all proofs of mathematical logic, contained in The Book of Erdos. Physical and...
see more

Material Type:
Reference MaterialAuthor: Kannan Nambiar

Date Added: Jun 26, 2001 Date Modified: Apr 02, 2015

Pick a Bookmark Collection or Course ePortfolio to put this material in or scroll to the bottom to create a new Bookmark Collection

Name the Bookmark Collection to represent the materials you will add

Describe the Bookmark Collection so other MERLOT users will know what it contains and if it has value for their work or teaching. Other users can copy your Bookmark Collection to their own profile and modify it to save time.

Edit the information about the material in this {0}

Submitting Bookmarks...

Select this link to open drop down to add material White Hole, Black Whole, and The Book to your Bookmark Collection or Course ePortfolio

Select this link to close drop down of your Bookmark Collection or Course ePortfolio for material White Hole, Black Whole, and The Book

Select this link to open drop down to add material White Hole, Black Whole, and The Book to your Bookmark Collection or Course ePortfolio

Peer Review for material titled "White Hole, Black Whole, and The Book"

User Rating for material titled "White Hole, Black Whole, and The Book"

Member Comments for material titled "White Hole, Black Whole, and The Book"

Bookmark Collections for material titled "White Hole, Black Whole, and The Book"

Course ePortfolios for material titled "White Hole, Black Whole, and The Book"

Learning Exercises for material titled "White Hole, Black Whole, and The Book"

Accessibility Info for material titled "White Hole, Black Whole, and The Book"

eTextbook Reviews for material titled "White Hole, Black Whole, and The Book"

About this material:

Reviewed by members of Editorial board for inclusion in MERLOT.

Editor Review
(not reviewed)
User review 3 average rating

User Rating
Discussion (1 Comment)

In (1) Bookmark Collections

Course ePortfolios (none)

Learning Exercises (none)

Accessibility Info (none)

Engineers know that they can land a man on the moon without using the Lebesgue integral and they will never encounter Skolem...
see more

Material Type:
Reference MaterialAuthor: Kannan Nambiar

Date Added: May 19, 2009 Date Modified: May 19, 2009

Pick a Bookmark Collection or Course ePortfolio to put this material in or scroll to the bottom to create a new Bookmark Collection

Name the Bookmark Collection to represent the materials you will add

Describe the Bookmark Collection so other MERLOT users will know what it contains and if it has value for their work or teaching. Other users can copy your Bookmark Collection to their own profile and modify it to save time.

Edit the information about the material in this {0}

Submitting Bookmarks...

Select this link to open drop down to add material A Set Theory for Scientists and Engineers (youtube video) to your Bookmark Collection or Course ePortfolio

Select this link to close drop down of your Bookmark Collection or Course ePortfolio for material A Set Theory for Scientists and Engineers (youtube video)

Select this link to open drop down to add material A Set Theory for Scientists and Engineers (youtube video) to your Bookmark Collection or Course ePortfolio

Peer Review for material titled "A Set Theory for Scientists and Engineers (youtube video)"

User Rating for material titled "A Set Theory for Scientists and Engineers (youtube video)"

Member Comments for material titled "A Set Theory for Scientists and Engineers (youtube video)"

Bookmark Collections for material titled "A Set Theory for Scientists and Engineers (youtube video)"

Course ePortfolios for material titled "A Set Theory for Scientists and Engineers (youtube video)"

Learning Exercises for material titled "A Set Theory for Scientists and Engineers (youtube video)"

Accessibility Info for material titled "A Set Theory for Scientists and Engineers (youtube video)"

eTextbook Reviews for material titled "A Set Theory for Scientists and Engineers (youtube video)"

About this material:

Reviewed by members of Editorial board for inclusion in MERLOT.

Editor Review
(not reviewed)
User Rating (not rated)

Discussion (none)

Bookmark Collections (none)

Course ePortfolios (none)

Learning Exercises (none)

Accessibility Info (none)

An important part of Cantor's set theory, which forms the foundations of mathematics, is the concept of transfinite ordinals....
see more

Material Type:
Reference MaterialAuthor: Kannan Nambiar

Date Added: Jun 15, 2008 Date Modified: Jun 28, 2012

Name the Bookmark Collection to represent the materials you will add

Edit the information about the material in this {0}

Submitting Bookmarks...

Select this link to open drop down to add material Ackermann Functions and Transfinite Ordinals to your Bookmark Collection or Course ePortfolio

Select this link to close drop down of your Bookmark Collection or Course ePortfolio for material Ackermann Functions and Transfinite Ordinals

Select this link to open drop down to add material Ackermann Functions and Transfinite Ordinals to your Bookmark Collection or Course ePortfolio

Peer Review for material titled "Ackermann Functions and Transfinite Ordinals"

User Rating for material titled "Ackermann Functions and Transfinite Ordinals"

Member Comments for material titled "Ackermann Functions and Transfinite Ordinals"

Bookmark Collections for material titled "Ackermann Functions and Transfinite Ordinals"

Course ePortfolios for material titled "Ackermann Functions and Transfinite Ordinals"

Learning Exercises for material titled "Ackermann Functions and Transfinite Ordinals"

Accessibility Info for material titled "Ackermann Functions and Transfinite Ordinals"

eTextbook Reviews for material titled "Ackermann Functions and Transfinite Ordinals"

About this material:

Reviewed by members of Editorial board for inclusion in MERLOT.

Editor Review
(not reviewed)
User Rating (not rated)

Discussion (none)

Bookmark Collections (none)

Course ePortfolios (none)

Learning Exercises (none)

Accessibility Info (none)

The two axioms which define intuitive set theory, Axiom of Combinatorial Sets and Axiom of Infinitesimals, are stated....
see more

Material Type:
Reference MaterialAuthor: Kannan Nambiar

Date Added: Nov 03, 2001 Date Modified: Apr 02, 2015

Name the Bookmark Collection to represent the materials you will add

Edit the information about the material in this {0}

Submitting Bookmarks...

Select this link to open drop down to add material Definition of Intuitive Set Theory to your Bookmark Collection or Course ePortfolio

Select this link to close drop down of your Bookmark Collection or Course ePortfolio for material Definition of Intuitive Set Theory

Select this link to open drop down to add material Definition of Intuitive Set Theory to your Bookmark Collection or Course ePortfolio

Peer Review for material titled "Definition of Intuitive Set Theory"

User Rating for material titled "Definition of Intuitive Set Theory"

Member Comments for material titled "Definition of Intuitive Set Theory"

Bookmark Collections for material titled "Definition of Intuitive Set Theory"

Course ePortfolios for material titled "Definition of Intuitive Set Theory"

Learning Exercises for material titled "Definition of Intuitive Set Theory"

Accessibility Info for material titled "Definition of Intuitive Set Theory"

eTextbook Reviews for material titled "Definition of Intuitive Set Theory"

About this material:

Reviewed by members of Editorial board for inclusion in MERLOT.

Editor Review
Very good quality; in queue to be peer reviewed

avg:
User Rating (not rated)

Discussion (none)

Bookmark Collections (none)

Course ePortfolios (none)

Learning Exercises (none)

Accessibility Info (none)

An author's Snapshot for Definition of Intuitive Set Theory material found in MERLOT at...
see more

Material Type:
ePortfolioAuthor: Kannan Nambiar

Date Added: Aug 11, 2011 Date Modified: Nov 04, 2015

Name the Bookmark Collection to represent the materials you will add

Edit the information about the material in this {0}

Submitting Bookmarks...

Select this link to open drop down to add material Definition of Intuitive Set Theory: A Snapshot to your Bookmark Collection or Course ePortfolio

Select this link to close drop down of your Bookmark Collection or Course ePortfolio for material Definition of Intuitive Set Theory: A Snapshot

Select this link to open drop down to add material Definition of Intuitive Set Theory: A Snapshot to your Bookmark Collection or Course ePortfolio

Peer Review for material titled "Definition of Intuitive Set Theory: A Snapshot"

User Rating for material titled "Definition of Intuitive Set Theory: A Snapshot"

Member Comments for material titled "Definition of Intuitive Set Theory: A Snapshot"

Bookmark Collections for material titled "Definition of Intuitive Set Theory: A Snapshot"

Course ePortfolios for material titled "Definition of Intuitive Set Theory: A Snapshot"

Learning Exercises for material titled "Definition of Intuitive Set Theory: A Snapshot"

Accessibility Info for material titled "Definition of Intuitive Set Theory: A Snapshot"

eTextbook Reviews for material titled "Definition of Intuitive Set Theory: A Snapshot"

About this material:

Reviewed by members of Editorial board for inclusion in MERLOT.

Editor Review
(not reviewed)
User Rating (not rated)

Discussion (none)

Bookmark Collections (none)

Course ePortfolios (none)

Learning Exercises (none)

Accessibility Info (none)

Continuum Hypothesis is derived from an axiom called Axiom of Combinatorial Sets. The derivation is simple enough to be...
see more

Material Type:
Reference MaterialAuthor: Kannan Nambiar

Date Added: Dec 02, 2003 Date Modified: Apr 02, 2015

Name the Bookmark Collection to represent the materials you will add

Edit the information about the material in this {0}

Submitting Bookmarks...

Select this link to open drop down to add material Derivation of Continuum Hypothesis from Axiom of Combinatorial Sets to your Bookmark Collection or Course ePortfolio

Select this link to close drop down of your Bookmark Collection or Course ePortfolio for material Derivation of Continuum Hypothesis from Axiom of Combinatorial Sets

Select this link to open drop down to add material Derivation of Continuum Hypothesis from Axiom of Combinatorial Sets to your Bookmark Collection or Course ePortfolio

Peer Review for material titled "Derivation of Continuum Hypothesis from Axiom of Combinatorial Sets"

User Rating for material titled "Derivation of Continuum Hypothesis from Axiom of Combinatorial Sets"

Member Comments for material titled "Derivation of Continuum Hypothesis from Axiom of Combinatorial Sets"

Bookmark Collections for material titled "Derivation of Continuum Hypothesis from Axiom of Combinatorial Sets"

Course ePortfolios for material titled "Derivation of Continuum Hypothesis from Axiom of Combinatorial Sets"

Learning Exercises for material titled "Derivation of Continuum Hypothesis from Axiom of Combinatorial Sets"

Accessibility Info for material titled "Derivation of Continuum Hypothesis from Axiom of Combinatorial Sets"

eTextbook Reviews for material titled "Derivation of Continuum Hypothesis from Axiom of Combinatorial Sets"

About this material:

Reviewed by members of Editorial board for inclusion in MERLOT.

Editor Review
(not reviewed)
User Rating (not rated)

Discussion (none)

Bookmark Collections (none)

Course ePortfolios (none)

Learning Exercises (none)

Accessibility Info (none)

The biggest mystery for me is that the sequence of symbols we scribble on paper is able to simulate our complex universe....
see more

Material Type:
Reference MaterialAuthor: Kannan Nambiar

Date Added: May 16, 2009 Date Modified: May 17, 2009

Name the Bookmark Collection to represent the materials you will add

Edit the information about the material in this {0}

Submitting Bookmarks...

Select this link to open drop down to add material Eight Wonders of the Mathematical World (youtube video) to your Bookmark Collection or Course ePortfolio

Select this link to close drop down of your Bookmark Collection or Course ePortfolio for material Eight Wonders of the Mathematical World (youtube video)

Select this link to open drop down to add material Eight Wonders of the Mathematical World (youtube video) to your Bookmark Collection or Course ePortfolio

Peer Review for material titled "Eight Wonders of the Mathematical World (youtube video)"

User Rating for material titled "Eight Wonders of the Mathematical World (youtube video)"

Member Comments for material titled "Eight Wonders of the Mathematical World (youtube video)"

Bookmark Collections for material titled "Eight Wonders of the Mathematical World (youtube video)"

Course ePortfolios for material titled "Eight Wonders of the Mathematical World (youtube video)"

Learning Exercises for material titled "Eight Wonders of the Mathematical World (youtube video)"

Accessibility Info for material titled "Eight Wonders of the Mathematical World (youtube video)"

eTextbook Reviews for material titled "Eight Wonders of the Mathematical World (youtube video)"

About this material:

Reviewed by members of Editorial board for inclusion in MERLOT.

Editor Review
(not reviewed)
User Rating (not rated)

Discussion (none)

Bookmark Collections (none)

Course ePortfolios (none)

Learning Exercises (none)

Accessibility Info (none)

Riemann Hypothesis is viewed as a statement about the power dissipated in an electrical network.

Material Type:
Reference MaterialAuthor: Kannan Nambiar

Date Added: Aug 11, 2003 Date Modified: Dec 19, 2005

Name the Bookmark Collection to represent the materials you will add

Edit the information about the material in this {0}

Submitting Bookmarks...

Select this link to open drop down to add material Electrical Equivalent of Riemann Hypothesis to your Bookmark Collection or Course ePortfolio

Select this link to close drop down of your Bookmark Collection or Course ePortfolio for material Electrical Equivalent of Riemann Hypothesis

Select this link to open drop down to add material Electrical Equivalent of Riemann Hypothesis to your Bookmark Collection or Course ePortfolio

Peer Review for material titled "Electrical Equivalent of Riemann Hypothesis"

User Rating for material titled "Electrical Equivalent of Riemann Hypothesis"

Member Comments for material titled "Electrical Equivalent of Riemann Hypothesis"

Bookmark Collections for material titled "Electrical Equivalent of Riemann Hypothesis"

Course ePortfolios for material titled "Electrical Equivalent of Riemann Hypothesis"

Learning Exercises for material titled "Electrical Equivalent of Riemann Hypothesis"

Accessibility Info for material titled "Electrical Equivalent of Riemann Hypothesis"

eTextbook Reviews for material titled "Electrical Equivalent of Riemann Hypothesis"

About this material:

Reviewed by members of Editorial board for inclusion in MERLOT.

Editor Review
(not reviewed)
User Rating (not rated)

Discussion (none)

Bookmark Collections (none)

Course ePortfolios (none)

Learning Exercises (none)

Accessibility Info (none)

An author's Snapshot for Foundations of Computer Science for the material found in MERLOT at...
see more

Material Type:
ePortfolioAuthor: Kannan Nambiar

Date Added: Aug 11, 2011 Date Modified: Nov 04, 2015

Name the Bookmark Collection to represent the materials you will add

Edit the information about the material in this {0}

Submitting Bookmarks...

Select this link to open drop down to add material Foundations of Computer Science: A Snapshot to your Bookmark Collection or Course ePortfolio

Select this link to close drop down of your Bookmark Collection or Course ePortfolio for material Foundations of Computer Science: A Snapshot

Select this link to open drop down to add material Foundations of Computer Science: A Snapshot to your Bookmark Collection or Course ePortfolio

Peer Review for material titled "Foundations of Computer Science: A Snapshot"

User Rating for material titled "Foundations of Computer Science: A Snapshot"

Member Comments for material titled "Foundations of Computer Science: A Snapshot"

Bookmark Collections for material titled "Foundations of Computer Science: A Snapshot"

Course ePortfolios for material titled "Foundations of Computer Science: A Snapshot"

Learning Exercises for material titled "Foundations of Computer Science: A Snapshot"

Accessibility Info for material titled "Foundations of Computer Science: A Snapshot"

eTextbook Reviews for material titled "Foundations of Computer Science: A Snapshot"

About this material:

Reviewed by members of Editorial board for inclusion in MERLOT.

Editor Review
(not reviewed)
User Rating (not rated)

Discussion (none)

Bookmark Collections (none)

Course ePortfolios (none)

Learning Exercises (none)

Accessibility Info (none)