Compatibility with Mozilla extensions is also limited, with only a few extensions that can be integrated.

Compatibility with Windows 3. 0 ( and later Windows 3. 1 ) was achieved by adapting Windows user-mode code components to run inside a virtual DOS machine.

* Compatibility: Compatible with Mega Drive / Genesis models 1 and 2, JVC Wondermega / X ' Eye and the Multi-Mega / CDX.

Compatibility with digital logic must be verified while using an op-amp as a comparator.

* Compatibility ( chemical ), how stable a substance is when mixed with another substance

** PCMCIA Compatibility: Supports SunDisk ( SanDisk ) ATA Flash, 3. 3 V and 5 V SRAM, AT & T Paradyne KeepInTouch modem, Megahertz PCMCIA 14. 4 kbit / s modem with XJACK, and PNB Samantha modem.

Compatibility with Inkscape: Inkscape's native format is SVG, which is supported by AI, but the two implementations are not 100 % compatible.

Compatibility with other IBM systems

* Compatibility with Apple Remote and the Keynote remote application for iPhone and iPod touch.

* the Compatibility Audit which deals with the strategic components of the transaction and in particular the need to add shareholder value and

Compatibility describes a filter medium's resistance to degradation by heat and chemical attack ; a filter that is not compatible with the liquid passing through it is likely to break down, losing strength ( structural failure ).

Compatibility with various machines was achieved using a DIP switch and computer-specific cables.

* Compatibility — HUD components are designed to be compatible with other avionics, displays, etc.

Compatibility with CDMA2000 would have beneficially enabled roaming on existing networks beyond Japan, since Qualcomm CDMA2000 networks are widely deployed, especially in the Americas, with coverage in 58 countries.

** FreeBSD's Linux Compatibility Layer, which enables binaries built specifically for Linux to run on FreeBSD with the same way as the native FreeBSD API layer.

; Compatibility: Legacy software or software using a different ABI must sometimes be run in a chroot because their supporting libraries or data files may otherwise clash in name or linkage with those of the host system.

Starting from HKSCS-2004, all characters using to Private Use Area section of Unicode are remapped, with many of them reassigned to Extension B Block or Supplementary Ideographic Plane Compatibility Block.

* Compatibility ( and enhanced capabilities ) with standard MiniDiscs

* P. Goddard and C. B. Thorn, Compatibility of the dual Pomeron with unitarity and the absence of ghosts in the dual resonance model, Phys.

* Compatibility: certified equipment has been tested for connectivity with other certified equipment.

Compatibility testing has always been, and still is, the predominant component of interoperability testing, and it is the element that most people associate with " interoperability ".

Compatibility testing is the program component that helps to ensure devices purchased today will work with Wi-Fi CERTIFIED devices already owned or purchased in the future.

The IEC charter embraces all electrotechnologies including energy production and distribution, electronics, magnetics and electromagnetics, electroacoustics, multimedia and telecommunication, as well as associated general disciplines such as terminology and symbols, electromagnetic compatibility ( by its Advisory Committee on Electromagnetic Compatibility, ACEC ), measurement and performance, dependability, design and development, safety and the environment.

" The Myth of RSS Compatibility ", an article written in 2004 by RSS critic and Atom advocate Mark Pilgrim, discusses RSS version compatibility issues in more detail.

Relevance logic was proposed in 1928 by Soviet ( Russian ) philosopher Ivan E. Orlov ( 1886 – circa 1936 ) in his strictly mathematical paper " The Logic of Compatibility of Propositions " published in Matematicheskii Sbornik.

Compatibility means that the comultiplication and the counit are both unital algebra homomorphisms, or equivalently, that the multiplication and the unit of the algebra both be coalgebra morphisms: these statements are equivalent in that they are expressed by the same diagrams.

A Harmonised Standard can be used by manufacturers to demonstrate compliance with the Electromagnetic Compatibility ( EMC ) Directive ( but is not mandatory ) and will act as a benchmark for enforcement authorities across Europe.

* Reef Invertebrates: An Essential Guide to Selection, Care and Compatibility, by Anthony Calfo and Robert Fenner

* IEC 61000 – 4 – 30, Electromagnetic Compatibility ( EMC ) – Testing and measurement techniques – Power quality measurement methods, Published by The International Electrotechnical Commission, 2003.

On April 10, 2007, the Apache Software Foundation sent an open letter to Sun Microsystems CEO, Jonathan Schwartz regarding their inability to acquire an acceptable license for the Java SE 5 Technology Compatibility Kit ( TCK ), a test kit needed by the project to demonstrate compatibility with the Java SE 5 specification, as needed by the Sun specification license for Java SE 5.

The descriptor " Finite-difference time-domain " and its corresponding " FDTD " acronym were originated by Allen Taflove in a 1980 paper in IEEE Transactions on Electromagnetic Compatibility.

XP / 2000 ( see Logical disk manager # Compatibility problems ).

In the United States, the Hearing Aid Compatibility Act of 1988 ( HAC Act ) requires that the Federal Communications Commission ( FCC ) ensure that all telephones manufactured or imported for use in the United States after August 1989, and all “ essential ” telephones, be hearing aid-compatible ( through the use of a telecoil ).

" Planning for Mac OS 8 Compatibility ", develop, Issue 26 ( June 1996 ).

Compatibility with the original system is usually the explicit purpose of cloning hardware or low-level software such as operating systems ( e. g. AROS and MorphOS are intended to be compatible with AmigaOS ).

From the commutativity of kets with ( complex ) scalars now follows that

Provided the underlying scalars form a field ( more generally, a commutative ring with unity ), the definition below shows that such a function exists, and it can be shown to be unique.

In any linear time-invariant system, all of the currents and voltages can be expressed with the same s parameter as the input to the system, allowing the time-varying complex exponential term to be canceled out and the system described algebraically in terms of the complex scalars in the current and voltage waveforms.

If v < sub > 1 </ sub >,..., v < sub > n </ sub > are vectors and a < sub > 1 </ sub >,..., a < sub > n </ sub > are scalars, then the linear combination of those vectors with those scalars as coefficients is

The del symbol can be interpreted as a vector of partial derivative operators, and its three possible meanings — gradient, divergence, and curl — can be formally viewed as the product of scalars, dot product, and cross product, respectively, of the del " operator " with the field.

: This article deals with linear maps from a vector space to its field of scalars.

Along with the standard twistor degrees of freedom, a supertwistor contains N fermionic scalars, where N is the number of supersymmetries.

As a free module, its ring of scalars is the given ring, and its basis is one-to-one with the given group.

For example, for ( 1 + 1 )- dimensional bordisms ( 2-dimensional bordisms between 1-dimensional manifolds ), the map associated with a pair of pants gives a product or coproduct, depending on how the boundary components are grouped – which is commutative or cocommutative, while the map associated with a disk gives a counit ( trace ) or unit ( scalars ), depending on grouping of boundary, and thus ( 1 + 1 )- dimension TQFTs correspond to Frobenius algebras.

Restriction of scalars gives a canonical embedding of S into GL < sub > 2 </ sub >, and composition with determinant gives an algebraic homomorphism of tori from S to G < sub > m </ sub >, called the norm.

* Group schemes can be formed from smaller group schemes by taking restriction of scalars with respect to some morphism of base schemes, although one needs finiteness conditions to be satisfied to ensure representability of the resulting functor.

The rank is a locally constant function on S, and is called the order of G. The order of a constant group scheme is equal to the order of the corresponding group, and in general, order behaves well with respect to base change and finite flat restriction of scalars.

Similarly, in an 11-dimensional theory there is only one supermultiplet with a finite number of fields, the gravity multiplet, and it contains no scalars.

The N = 2 supersymmetry algebra contains two representations with scalars, the vector multiplet which contains a complex scalar and the hypermultiplet which contains two complex scalars.

Given the total mass and the scalars r and v at a single point of the orbit, one can compute the specific orbital energy, allowing an object orbiting a larger object to be classified as having not enough energy to remain in orbit, hence being " suborbital " ( a ballistic missile, for example ), having enough energy to be " orbital ", but without the possibility to complete a full orbit anyway because it eventually collides with the other body, or having enough energy to come from and / or go to infinity ( as a meteor, for example ).

with λ and μ unknown scalars, not both zero.

The only conserved quantities in a " realistic " theory with a mass gap, apart from the generators of the Poincaré group, must be Lorentz scalars.

Therefore, pp-waves belong to the Kundt class ( the class of Lorentzian manifolds admitting a null congruence with vanishing optical scalars ).

In linear algebra and related areas of mathematics a balanced set, circled set or disk in a vector space ( over a field K with an absolute value |.|) is a set S so that for all scalars α with | α | ≤ 1

* the map associated with a disk gives a counit ( trace ) or unit ( scalars ), depending on grouping of boundary.