Spectrum Geometry
Spectrum Geometry

Author: Spectrum

Publisher: Carson-Dellosa Publishing

Published: 2015-02-15

Total Pages: 132

ISBN-13: 1483816621

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With the help of Spectrum Geometry(R) for grades 6 to 8, children develop problem-solving math skills they can build on. This standards-based workbook focuses on middle school geometry concepts like points, lines, rays, angles, triangles, polygons, circles, perimeter, area, and more. --Middle school is known for its challengesÑlet Spectrum(R) ease some stress. Developed by education experts, the Spectrum Middle School Math series strengthens the important home-to-school connection and prepares children for math success. Filled with easy instructions and rigorous practice, Spectrum Geometry helps children soar in a standards-based classroom!

Spectrum Geometry
Spectrum Geometry

Author:

Publisher: Carson-Dellosa Publishing

Published: 2015-02-15

Total Pages: 132

ISBN-13: 148382439X

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With the help of Spectrum Geometry for grades 6 to 8, children develop problem-solving math skills they can build on. This standards-based workbook focuses on middle school geometry concepts like points, lines, rays, angles, triangles, polygons, circles, perimeter, area, and more. Middle school is known for its challenges—let Spectrum ease some stress. Developed by education experts, the Spectrum Middle School Math series strengthens the important home-to-school connection and prepares children for math success. Filled with easy instructions and rigorous practice, Spectrum Geometry helps children soar in a standards-based classroom!

Spectrum Algebra
Spectrum Algebra

Author:

Publisher: Carson-Dellosa Publishing

Published: 2015-02-15

Total Pages: 128

ISBN-13: 1483824411

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With the help of Spectrum Algebra for grades 6 to 8, your child develops problem-solving math skills they can build on. This standards-based workbook focuses on middle school algebra concepts like equalities, inequalities, factors, fractions, proportions, functions, and more. Middle school is known for its challenges—let Spectrum ease some stress. Developed by education experts, the Spectrum Middle School Math series strengthens the important home-to-school connection and prepares children for math success. Filled with easy instructions and rigorous practice, Spectrum Algebra helps children soar in a standards-based classroom!

Spectrum Math Workbook, Grade 4
Spectrum Math Workbook, Grade 4

Author:

Publisher: Carson-Dellosa Publishing

Published: 2014-08-15

Total Pages: 164

ISBN-13: 1483814025

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Spectrum Math for grade 4 keeps kids at the top of their math game using progressive practice, math in everyday settings, and tests to monitor progress. The math workbook covers multiplication, division, fractions, geometric figures, and preparing for algebra. A best-selling series for well over 15 years, Spectrum still leads the way because it works. It works for parents who want to give their child a leg up in math. It works for teachers who want their students to meet—and surpass—learning goals. And it works to help children build confidence and advance their skills. No matter what subject or grade, Spectrum provides thorough practice and focused instruction to support student success.

Spectrum Math Workbook, Grade 5
Spectrum Math Workbook, Grade 5

Author: Spectrum

Publisher: Carson-Dellosa Publishing

Published: 2014-08-15

Total Pages: 164

ISBN-13: 1483808734

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Spectrum Math for grade 5 keeps kids at the top of their math game using progressive practice, math in everyday settings, and tests to monitor progress. The math workbook covers fractions, decimals, multiplication, division, and preparing for algebra. --A best-selling series for well over 15 years, Spectrum still leads the way because it works. It works for parents who want to give their child a leg up in math. It works for teachers who want their students to meetÑand surpassÑlearning goals. And it works to help children build confidence and advance their skills. No matter what subject or grade, Spectrum provides thorough practice and focused instruction to support student success.

The Dirac Spectrum
The Dirac Spectrum

Author: Nicolas Ginoux

Publisher: Springer

Published: 2009-05-30

Total Pages: 168

ISBN-13: 3642015700

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This volume surveys the spectral properties of the spin Dirac operator. After a brief introduction to spin geometry, it presents the main known estimates for Dirac eigenvalues on compact manifolds with or without boundaries.

Spectrum Math Workbook, Grade 1
Spectrum Math Workbook, Grade 1

Author: Spectrum

Publisher: Carson-Dellosa Publishing

Published: 2014-08-15

Total Pages: 164

ISBN-13: 1483808696

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Spectrum Math for grade 1 keeps kids at the top of their math game using progressive practice, math in everyday settings, and tests to monitor progress. The math workbook covers addition, subtraction, composing shapes, comparing numbers, and taking measurements. --A best-selling series for well over 15 years, Spectrum still leads the way because it works. It works for parents who want to give their child a leg up in math. It works for teachers who want their students to meetÑand surpassÑlearning goals. And it works to help children build confidence and advance their skills. No matter what subject or grade, Spectrum provides thorough practice and focused instruction to support student success.

Spectrum Math Workbook, Grade 8
Spectrum Math Workbook, Grade 8

Author:

Publisher: Carson-Dellosa Publishing

Published: 2014-08-15

Total Pages: 164

ISBN-13: 1483814068

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Spectrum Math for grade 8 keeps kids at the top of their math game using progressive practice, math in everyday settings, and tests to monitor progress. The math workbook covers rational and irrational numbers, solving equations, and interpreting statistical data. A best-selling series for well over 15 years, Spectrum still leads the way because it works. It works for parents who want to give their child a leg up in math. It works for teachers who want their students to meet—and surpass—learning goals. And it works to help children build confidence and advance their skills. No matter what subject or grade, Spectrum provides thorough practice and focused instruction to support student success.

Spectral Geometry of Shapes
Spectral Geometry of Shapes

Author: Jing Hua

Publisher: Academic Press

Published: 2020-01-15

Total Pages: 152

ISBN-13: 0128138424

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Spectral Geometry of Shapes presents unique shape analysis approaches based on shape spectrum in differential geometry. It provides insights on how to develop geometry-based methods for 3D shape analysis. The book is an ideal learning resource for graduate students and researchers in computer science, computer engineering and applied mathematics who have an interest in 3D shape analysis, shape motion analysis, image analysis, medical image analysis, computer vision and computer graphics. Due to the rapid advancement of 3D acquisition technologies there has been a big increase in 3D shape data that requires a variety of shape analysis methods, hence the need for this comprehensive resource. Presents the latest advances in spectral geometric processing for 3D shape analysis applications, such as shape classification, shape matching, medical imaging, etc. Provides intuitive links between fundamental geometric theories and real-world applications, thus bridging the gap between theory and practice Describes new theoretical breakthroughs in applying spectral methods for non-isometric motion analysis Gives insights for developing spectral geometry-based approaches for 3D shape analysis and deep learning of shape geometry

Le spectre des surfaces hyperboliques
Le spectre des surfaces hyperboliques

Author: Nicolas Bergeron

Publisher: Harlequin

Published: 2011

Total Pages: 350

ISBN-13: 2759805646

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This text is an introduction to the spectral theory of the Laplacian on compact or finite area hyperbolic surfaces. For some of these surfaces, called ĺlarithmetic hyperbolic surfacesĺl, the eigenfunctions are of arithmetic nature, and one may use analytic tools as well as powerful methods in number theory to study them. After an introduction to the hyperbolic geometry of surfaces, with a special emphasis on those of arithmetic type, and then an introduction to spectral analytic methods on the Laplace operator on these surfaces, the author develops the analogy between geometry (closed geodesics) and arithmetic (prime numbers) in proving the Selberg trace formula. Along with important number theoretic applications, the author exhibits applications of these tools to the spectral statistics of the Laplacian and the quantum unique ergodicity property. The latter refers to the arithmetic quantum unique ergodicity theorem, recently proved by Elon Lindenstrauss. The fruit of several graduate level courses at Orsay and Jussieu, The Spectrum of Hyperbolic Surfaces allows the reader to review an array of classical results and then to be led towards very active areas in modern mathematics.